Strategic Marketing Management Assignment Download in PDF

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSYU02ia3WfvhgcpKueTtoHx3KgnzlkiGHGq5HIi4GshqAeyxoP6YQX7eScay4quH1EIQaTOx1G2fADS_NIyGL1aik2MaeqVnfw7hBrGOn4KEzcpPZ7QZ3i3X2uowukOYGmn4lUO-BH3xH/s1600/Untitled-1.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Strategic Marketing Assignment Download" border="0" data-original-height="720" data-original-width="960" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSYU02ia3WfvhgcpKueTtoHx3KgnzlkiGHGq5HIi4GshqAeyxoP6YQX7eScay4quH1EIQaTOx1G2fADS_NIyGL1aik2MaeqVnfw7hBrGOn4KEzcpPZ7QZ3i3X2uowukOYGmn4lUO-BH3xH/s640/Untitled-1.jpg" title="Strategic Marketing Assignment Download" width="640" /></a></div> <span face=""arial" , "helvetica" , sans-serif"><br /></span> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Hi guys in this post I am going to share an Assignment which was assigned by Dr. Adnan Pitafi. In this assignment I have given a solution to 9 questions out of 12 as sir said that only 10 questions are to be submitted so you guys only have to solve one remaining questions yourself. You can download complete assignment in the last of this post as link is given for downloading. </span></span><br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><br /></span></span> <br /> <div class="MsoNormal"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 1: Increasing customer power is a continuing challenge to marketers in today’s economy. In what ways have you personally experienced this shift in power; either as a customer or as a business person? Is this power shift uniform across industries and markets? How so?</b></span></span></div> <div class="MsoNormal"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Modern consumers have greater access to information online. This gives them greater power relative to marketers. Customers compare various options available in the market before making purchase decisions. Thus they control the market. For example, when searching for hotel rooms, travelers can often find detailed information about dozens of local hotels in minutes on a single consumer resource site. Consumers share notes and reviews about the product or service through the use of websites. These reviews affect the buying decision of other customers. Thus, one can say that power has shifted from marketers to the customers.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">The challenges and opportunities play a big role in marketing in Today’s economy. It is true that technology changed leads to advances in transportation, communication, computers, information technology, automobiles, and so on.<span style="line-height: 107%;"></span><span style="line-height: 107%;"> </span></span></span><br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">Those factors lead the marketers reach their potential customers. However, the marketers have a few choices to shift to the customers because they have ability to compare shops and set their own price by purchasing online, and also relate with one another by accessing......</span></span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"> </span></span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 2. (A): In many organizations, marketing does not have a place of importance in the organizational hierarchy. Why do you think this happens? What are the consequences for a firm that gives little importance to marketing relative to other business functions?</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">Those firms that rise through the ranks from marketing have a stronger appreciation for marketing activities. Others firms tend to see the marketing function as an expense rather than an investment. Another reason is that some firms place more emphasis on shareholders than on customers. In these cases<span style="line-height: 107%;">, financial issues, rather than marketing, rise to the top. The consequences of shirking marketing activities...</span></span></span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><span style="line-height: 107%;"><span style="line-height: 107%;"> </span></span></span></span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 2. (B): Defend or contradict this statement: Developing marketing strategy is more important than implementing marketing strategy, because if they strategy is flawed, its implementation doesn’t matter.</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">There are very few universal rules in marketing. Hence, it is difficult to determine if a strategy is flawed prior to its execution. Likewise, even perfect strategies can be poorly implemented. In the end, it is impossible to separate strategy from implementation—both are vitally important to business success.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 3: Why is marketing ethics a strategic consideration in organizational decisions? Who is most important in managing marketing ethics: the individual or the firm’s leadership? Explain your answer. What are the elements of a strong ethical compliance program to support responsible marketing and a successful marketing strategy?</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Marketing ethics refer to making marketing decisions that are morally right. The morality of the marketing decision can encompass any part of marketing including sourcing of raw materials, staff employment and product advertising and pricing.</span></span></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">There is a talk of ethics in all managerial decisions and projections that companies are making these days. For, the customer and the probable customers are the king; and they are looking for the honest, credible, trustworthy, transparent organization to build relationship with. They have less time to do surveys of new players, and would not like their trust to be betrayed. This defines the importance of marketing ethics in today's business. This helps building brand as well.</span></span></div> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span class="linkify"><span style="line-height: 107%;">Organizations face significant treats from ethical misconduct and illegal behavior. The negative publicity hurts the company more than possible legal penalties. They lose their reputation, one of the greatest assets. Hence, marketing ethics is an important strategic consideration in organizational </span></span>....</span></span><br /> <br /> <br /> <br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 4: (A): Of the three major environments in a situation analysis (internal, customer, external), which do you think is the most important in a general sense? Why? What are some situations that would make one environment more important that the others?</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">In a general sense the customer analysis is the most important and unfavorable situation for a business, internal analysis means the work that is happening within the company or the business which is totally in the hands of the employees of the company example - the price factor, production factor etc, external analysis means the external part of the company like the weather, the government policies, the competition in the market etc but the customer analysis is important as the demand and the desire of the company is very important for the company. A company producing the product should be in demand within the customers in the market and there should be a desire in the consumers to buy the product. Hence the company should have a good research about the market in order to produce that product that shall be beneficial for the consumers with the best quality and at the cheapest...</span></span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"> </span></span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 4: (B): Do you think the internet has made it easier or more difficult to collect marketing data and information? Why? How might the major data collection issues of today compare to the issues that occurred in the pre-internet era?</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> <span style="line-height: 107%;">Internet is the most widely used source for the marketing research today. These generation of ours are totally internet dependent. Whether to buy a product or not, learn about its price and specifications, comparing two products, getting the reviews, etc are all done with the help of the internet. Thus, a company can invest in the online marketing research and collecting data. The internet has the huge range and depth of information and is growing rapidly. It has become very easy today, to get the preferences of the consumers as they can be directly approached through mails or various social media sites. Internet can be used in the various ways for collecting data. They can set up a questionnaire on the company’s website or can place ad on the popular websites, inviting people to answer questions by giving them chance to win prizes. Also, online product testing is getting popular. Earlier, it was quite difficult, as researchers have to move around with questionnaires and collect data. But with...</span></span></span><br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><span style="line-height: 107%;"> </span></span></span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 5: Choose a specific product that you use on a daily basis (such as food items, toiletries or your car) and apply the 5W model to yourself: </b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>A. Who are you (demographics, Psychographics, etc).</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>B. What do you do with the product (Consumption, storage, disposal etc).</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>C. Where do you purchase the product? Why?</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>D. When do you purchase the product? Why? </b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>E. Why and how do you select the product? </b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>F. Why do you not purchase competing products?</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">One of the very important model marketer uses while designing marketing strategy for any product is 5W model (Who, What, Where, When and Why). This model gives all the basic information about the user for the main reason for adapting the product or rejecting it. In the context of the question, we will choose Head & Shoulders shampoo product manufactured by Proctor & Gamble. </span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>A.</b> Who: Male, high school passed, unmarried, part of upper middle class family and believes in using branded product for personal use. </span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>B.</b> What: Using the product to wash my hair thrice in a week for better result. </span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>C.</b> Where: I purchase the shampoo from the nearby retailer where I can get some discount. I intend to purchase with a discounted rate as it gives me mental satisfaction of saving few bucks for myself. </span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b><span style="line-height: 107%;">D.</span></b><span style="line-height: 107%;"> When: Generally, I purchase the product few days before it gets finish. In normal circumstances, I purchase once in two months. I make sure that I am not </span>....</span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><span style="line-height: 107%;"> </span></span></span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 6: Perform a SWOT analysis using yourself as the product. Be candid about your resources and the strengths and weaknesses you possess. Based on the opportunities and threats you see in the environment, where do you stand in terms of your abilities to attend graduate school, get a job, begin a career, or change careers, or maybe becoming an entrepreneur?</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Strengths:</b> My strengths are strong communication, fluent speaking, strong managerial skills and a good motivator.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Weakness:</b> I consider my weaknesses as areas of opportunity where growth can be achieved. These are the areas in me which it need to be improved so as to have future job opportunities. My weaknesses are impatient, quick decision making and poor listener.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b><span style="line-height: 107%;">Opportunity and Threats:</span></b><span style="line-height: 107%;"> For me the threat are my competitors which can be my colleagues who compete with me for that job or promotion for which I am also trying to get.</span> ....</span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><span style="line-height: 107%;"> </span></span></span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 7: (A): Many people criticize marketing as being manipulative based on the argument that marketing activities create needs where none previously existed. Marketers of SUVs, Tobacco products, diet programs, exercise equipment and luxury products are typically the most criticized. Given what you know about the differences between needs and wants, do you agree with these critics? Explain.</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">The difference between need and want is simple, need is something what a human or a person requires and is a necessity of life without which survival is a bit difficult and want is what a person requires or desires but is not a necessity of life and can do without the same. It is not true that marketing activities creates need but the actual is that the marketers and the marketing activities identify the need of the consumer and then a product is planned accordingly for that hence these products are not actual need of the consumers but wants which are insights of the consumer. The marketers of SUV's, diet programs etc market their product as they have noticed that there is a requirement within people to drive a luxury car that is more at comfort and ease, people also have the time to go for diet programs to keep themselves healthy and fit hence they also have the ab</span>...</span></span><br /> <br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><span style="line-height: 107%;"> </span></span></span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 7: (B): Many consumers and consumer advocates are critical of individualized segmentation approaches due to personal privacy concerns. They argue that technology has made it far too easy to track buyer behavior and personal information. Marketers counter that individualized segmentation can lead to privacy abuses, but that the benefits to both consumers and marketers far outweigh the risks. Where do you stand on this issue? What are the benefits and risks associated with individualized segmentation?</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">Individualized segmentation offers a variety of critical information about the potential consumer behavior with respect to certain specific market scenario and product or service attribute. Through help of such inputs a marketer can effectively plan its product development and marketing strategy which best suits to the targeted customer's need. Benefits of individualized segmentation – customized product and services offering, convenience delivery according to the need and time of consumers, lower consumer dissatisfaction etc. While the risks are far too less and harmless in scope such as predictability of consumer</span> behavior, information about the consumers buying pattern or shopping cycle, track of shoppers expenditure or share of wallet. Although there may ... </span></span><br /> <br /> <br /> <br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 8: Consider the last purchase you made in these categories: Personal electronics, clothing and cosmetics. To what extent was your purchase decisions influenced by decision-making complexity, individual influences, social influences, and situational influences? What specific issues were the most influential in making the decision? How could a marketer have swayed your decision in each case?</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">The last purchases were made by a consumer are  Vivo Ipl , a pair of Paint Shirt, and a Makeup .</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Factors influences purchase decision:</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Consumers tend to be more careful when making purchases that require complex processes, such as the lengthy process of buying a house. Individual demographic descriptions come into play; for example, people with children buy cribs and diapers. Social peer influences, can sway us either toward or away from certain purchases, just as specific situations like an overcrowded store or pushy salespeople could influence purchase decisions.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Product 1 – Vivo Ipl:</b></span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">The actual complexity of the purchase was low. A consumer probably researched the hardware power and the number of available games. If the product is for children, the purchase has been drawn toward the console that favors cutesy, nonviolent characters suitable for young game players.</span></span></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> <span style="line-height: 107%;">If a consumer favors multiplayer onli....</span></span></span><br /> <br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"> </span></span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b>Question No. 10: Pricing strategy associated with services is typically more complex than the pricing of tangible goods. As a consumer, what pricing issues do you consider when purchasing services? How difficult is it to compare prices among competing services or to determine the complete price of the service before purchase? What could service providers do to solve these issues?</b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="color: black;">Because of the intangibility, it is not easy for consumers to assess or weigh up a service before they really buy and use it. We may ask our friends or search third-party reports and recommendations—therefore, it is the degree or matter of trust between the buyer and service provider. As a service buyer, the key issues of a) perceived value (e.g., customer benefits to costs or time, effort, and money; including satisfaction, quality, prestige, function, and the solution to a matter or question), b) price sensitivity (e.g., the issues of price elasticity) and c) services after-sales (e.g., the subject of warranty: Does the service seller provide guarantees to buyers, and when, what, where, who and how to manage the service programs?)—all these factors are determining my pricing strategy (Ferrell & Hartline, 2008). In all, I would like to buy or pay a service that I trust (e.g., from my friends, researches or relationship marketing) with a reasonable and market price plus great after-sales services.</span></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> </span></span><br /> <div class="MsoNormal" style="line-height: normal;"> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><b><span style="color: black;">How difficult is it to compare prices among competing services or to determine the complete price of the service before purchase?</span></b></span></span></div> <div class="MsoNormal" style="line-height: normal;"> <br /></div> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"> <span style="color: black; line-height: 107%;">Price strategy in services is critical (as price could be the only indication to quality prior to purchase) and more difficult, especially when 1) service quality is not easy to assess before to buy it; 2) unknown cost factors; 3) buyers do not understand the service process; 4) new or not a brand names; 5) no service standard or defined units to compare; 6) no same type of service in advertising; 7) the final price or cost of service is not easy to set; and 8) the service is based on yield management system (that give a firm to control capacity and demand with maximum revenue and capacity utilization, such as, hotel or airline booking (Ferrell & Hartline, 2008). The best way to compare prices among competing services or to decide the complete cost of work prior ordering is to get at least three or more estimate quotations (by calling, sending inquiry e-mails, or opening bids and tenders) from firms....</span> </span></span><span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">  </span></span><br /> <br /><script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script> <!--entertaintricks_sidebar-atas1_AdSense1_1x1_as--> <br /> <ins class="adsbygoogle" data-ad-client="ca-pub-3227044640462692" data-ad-format="auto" data-ad-slot="7922356708" style="display: block;"></ins><script> (adsbygoogle = window.adsbygoogle || []).push({}); </script> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><b>*Note:</b><span style="background-color: yellow;"> If you have found any or if many mistakes in this assignment then kindly do tell us through comment section given below, and also comment answers of those questions which are not solved in this assignment.</span></span></span></span><br /> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;"><br /></span></span></span> <span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;"><span style="line-height: 107%;">Thank you</span></span></span><div><span style="font-family: times, times new roman, serif; font-size: large;"><br /></span></div><div><span style="font-size: medium;"><b>For More MBA Subject notes click on <a href="https://studentsexplore.com/" target="_blank">Students Explore</a></b></span><br /><span style="font-size: small;"><br /><br /></span><div><span style="font-size: medium;"><span>You May Also Read:  </span><a href="https://studentsexplore.com/accounting-method-and-its-types/" rel="bookmark" style="border: 0px; color: #444444; font-family: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; transition: all 0.2s ease 0s; vertical-align: baseline;" target="_blank"><b>Accounting Method and its Types</b></a></span></div><div><span style="font-size: medium;"><span>You May Also Read:  </span><a href="https://studentsexplore.com/terminology-of-accounting-and-bookkeeping-records/" rel="bookmark" style="border: 0px; color: #1e73be; font-family: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; transition: all 0.2s ease 0s; vertical-align: baseline;"><b>Terminology of Accounting and Bookkeeping Records</b></a></span></div><div><span style="font-size: medium;"><span>You May Also Read:  </span><a href="https://studentsexplore.com/4ps-of-marketing-mix-explained-simply/" rel="bookmark" style="border: 0px; color: #444444; font-family: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; transition: all 0.2s ease 0s; vertical-align: baseline;"><b>4Ps of Marketing Mix Explained Simply</b></a></span></div> <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><br /></span></span> <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"></span></span><br /> <div style="text-align: center;"> <a href="https://drive.google.com/open?id=1S1_pQ6Www51XK7DVaGkGsmT77s6_Rqjv" target="_blank"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: small;"><u><span style="color: red;"><span style="font-size: x-large;"><b>Click Here to Download Full Assignment</b></span></span></u></span></span></a> </div> </div>

Strategic Marketing Management Assignment Download in PDF

Hi guys in this post I am going to share an Assignment which was assigned by Dr. Adnan Pitafi. In this assignment I have given a solutio...

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The Money Trap - How Banks Works - Critical Review

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnoljEgHxZOiLpbcEzdUBcaZuAMDfqnAbBCd2eYZSZ9IXV9LFqMsSr1BaTlkeE81ibMOanTLpm9ikqga9KHtWuMGVIK0qKrNnXBXylLitFtzB0hRrKK7z_tXk72EYvgX2Tv1Ov0cFw13kx/s1600/Money-trap-1024x643.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="The Money Trap - How Banks Works - Critical Review" border="0" data-original-height="643" data-original-width="1024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnoljEgHxZOiLpbcEzdUBcaZuAMDfqnAbBCd2eYZSZ9IXV9LFqMsSr1BaTlkeE81ibMOanTLpm9ikqga9KHtWuMGVIK0qKrNnXBXylLitFtzB0hRrKK7z_tXk72EYvgX2Tv1Ov0cFw13kx/s640/Money-trap-1024x643.jpg" title="The Money Trap - How Banks Works - Critical Review" width="640" /></a></div> <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> 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Name="List Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:8.0pt; mso-para-margin-left:0in; line-height:107%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /> <div class="MsoNormal"> <b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "arial" , sans-serif; font-size: 14.0pt; line-height: 107%;">Money Trap – How Banks Works</span></b></div> <div class="MsoNormal"> A senior banking executive exposes how high street banks purposefully target their customers and push borrowing. The informer tells how the industry is driven by aggressive targets, uses hard-sell strategies and sophisticated marketing techniques, and profits from customers in financial difficulty. The programme highlights one of an alarming number of people who have killed themselves when their debt spirals out of control.</div> <div class="MsoNormal"> <br /></div> <div class="MsoNormal"> This documentary video reviews some of the extravagant and destructive lending practices of the high street banks in the years of the credit bang which preceded the financial crisis. Indeed this documentary is in a sense alarming given what happened during the global financial crisis; i.e. super easy credit, high pressure to make money, huge incentives for banks to lend easy money. The documentary video reviews the sales and marketing diplomacies, how banks benefited from the lending display, and some of the fallout e.g. debt related suicides. This documentary should serve as a case study in banking regulation; not just in terms of procedural regulations but also in terms of higher level macro prudential regulation to curtail excessive credit growth, particularly during unsustainable credit booms. </div> <div class="MsoNormal"> <br /></div> <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"> The Banking Code Standards Board is to inspect The Royal Bank of Scotland (RBS) after Scene investigated debt-related suicides. Informer break the banking industry’s code of silence. She says that high street bank lending practices put profits before customers at every given opportunity in order to push borrowing.</div> <div class="MsoNormal"> <a href="https://socioecohistory.files.wordpress.com/2012/02/thomas_jefferson_debt_banking_institution_more_dangerous_than_army.jpg"><b><span style="color: #226699; font-family: "tahoma" , sans-serif; font-size: 9.0pt; line-height: 107%; text-decoration: none;"><br /> </span></b></a><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;">Critical Review</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10.0pt; line-height: 107%; mso-bidi-font-size: 11.0pt;"></span></b></div> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"> Both the bank and Mark were at fault. He shouldn't have spent all that money that he didn't have (or didn't exist, rather) and the bank shouldn't have preyed on someone who was so obviously irresponsible with money. It's the same as a drug user / drug dealer relationship. Yes, the user is making a bad personal choice by using the drug, but that still doesn't make it okay for the dealer to supply it.</div> <div class="MsoNormal"> <br /> <br /> Problem in this documentary like this one is how the blame is solely lay blame on the banks. The problem is that I see people being the normal mundane people and absolutely refusing to educate themselves on how banks work. What I mean by that is that people refuse to have a fundamental understanding with how banks turn a profit. If people took the time to educate themselves about the economics of banks, they're decision making would be different in regards to credit cards. What I'm getting at is that there's only so much regulation you can place on banks. Now it's an issue of people actually wanting to educate themselves.<br /> <br /> *For complete article kindly download pdf attached below<br /> <br /> <h2 style="text-align: center;"> <a href="https://drive.google.com/open?id=10AnlmjB9eN6j0UotqVZ3OfttbMaVbUfd" target="_blank"><u><b>Download Here</b></u></a> </h2> </div> <div class="MsoNormal"> <br /></div> <div class="MsoNormal"> Thanks :-)</div> <div class="MsoNormal"> Engr. Amaar </div> <div class="MsoNormal"> <br /></div> <div class="MsoNormal"> If you guys have any complaint regarding above post, kindly inform us to solve that problem :)</div>

The Money Trap - How Banks Works - Critical Review

Money Trap – How Banks Works A senior banking executive exposes how high street banks purposefully target their customers and push b...

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Food Inc. BBC Documentry Critical Review

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjeJke99Dm-2HSFoeTi4USj0rfUZfFbVlrV7uycR0r9jK-563FthyAEMlf8m5_mrrkIqMlMWxepQeq1BrqdHZbP_2nYNqe6K_tvwjVFnjyCekN2JllG9wU0cGbu_4CppUCbhArBK5NHe7O/s1600/tyson-chickens760x530+copy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="758" height="447" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjeJke99Dm-2HSFoeTi4USj0rfUZfFbVlrV7uycR0r9jK-563FthyAEMlf8m5_mrrkIqMlMWxepQeq1BrqdHZbP_2nYNqe6K_tvwjVFnjyCekN2JllG9wU0cGbu_4CppUCbhArBK5NHe7O/s640/tyson-chickens760x530+copy.jpg" width="640" /></a></div> <h2> Food Inc. BBC Documentary Description</h2> In video the reality of agriculture in America has shown that Food production has become entirely Incorporated, and it operates with limited regulations and absolute license. The demands of mass production have led to disastrously reduced quality standards, and have placed the health of all consumers in peril.<br /> <br /> In video meat has focus more and shown that how meat is processed in factories and what are the threats to life from that processes.<br /> <br /> The farmers themselves remain timid to speak out in fear of the controversial corporations that employ them. But in one of the video's most revealing segments, a chicken farmer does comes onward, and sheds light on some of the most egregious demands placed upon her by the industry. Her huts are overcrowded with forcibly fattened chickens who exist in extremely unhygienic conditions. Many of them are sick, and have developed immunity to their steady diet of antibiotics. The industry utilizes a cheap labor force, much of which consists of illegal immigrants, to load and transport the chickens.<br /> <br /> From grain to poultry to vegetables, less than a handful of companies control the production of the foods we eat. Their too-big-to-fail monopoly comes at a disastrous price. <br /> The video investigates into big agriculture's operational practices, dependence on dangerous pesticides and other chemicals, cost-cutting measures, first-time legal and political lobbying power, and insidious marketing tactics. Industry insiders and assorted food advocates testify to the changing nature of food consumption.<br /> <br /> <h3> Critical Review</h3> But this is not the approach, food is a part of one’s life and it is a necessity excluding meat, just don't eat it and you will see what happens to the food sections in markets; or grow your own greens etc. if you can just do whatever you can to remove the dependencies; the fact is many of you price your food like a consumer, not as a living thing that you are, which makes you responsible for what happens to yourself an anything related to the way you live, I don't eat meat, and i don't feel bad for any of you or that woman, her child is the only victim the rest of you just complain and continue to carry along, which is just another way mankind has found to kill each-other, to not eat meat is not difficult at all, and one of the reasons you eat it is actually do to the tastes of vegetable based flavoring or other non-meat additives, and you don't have to be a doctor or specialist to know that, many doctors state that it is okay to eat meat sometimes, and it as fact that there are many other alternatives to protein, which you don't need a lot of anyway, and burning meat it is a reduction in nutrition which is not relative to any development of the human brain, in fact serious scientists have shown that out of all the years in mankind this period of human history has seen the least amount of brain development, and you yourselves can see the increase in brain, chemical problems,dulling, nutrition is very important and anyone who is serious can see that..... the brain has infinite capacity.<br /> <br /> *For complete document please download below pdf file.<br /> <h2 style="text-align: center;"> <a href="https://drive.google.com/open?id=1iKfrqh4ZW5uXX9D1aDNMv10u6GZhqmAn" target="_blank"><u><span style="font-size: large;"><b>Download Here</b></span></u></a> </h2> <br /> Thanks :-)<br /> <br /> Please feel free to comment if you have any question regarding above post.

Food Inc. BBC Documentry Critical Review

Food Inc. BBC Documentary Description In video the reality of agriculture in America has shown that Food production has become entirely ...

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Coca Cola Failed in Strategy

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVWkGbLes_auRnqBLQw1ozwOgyLhmtzf4j4icyLH2EJLFOmzho1yuXh7eK7ds7ChxrB2DVBf0LfxkUunmG2ILMyYx7WTLjfGjgvuhvSJGkqkKph3IEc5TKH_6YBMxm9DDZEvIUgixeBSnF/s1600/the-failure-of-new-coke-1985-1-638.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Coca Cola Failed in Strategy" border="0" data-original-height="479" data-original-width="638" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVWkGbLes_auRnqBLQw1ozwOgyLhmtzf4j4icyLH2EJLFOmzho1yuXh7eK7ds7ChxrB2DVBf0LfxkUunmG2ILMyYx7WTLjfGjgvuhvSJGkqkKph3IEc5TKH_6YBMxm9DDZEvIUgixeBSnF/s640/the-failure-of-new-coke-1985-1-638.jpg" title="Coca Cola Failed in Strategy" width="640" /></a></div> <br /> Coca-Cola Company proclaimed a alteration to its nearly century-old secret formula 1985. The new Coke would have a smoother, sweetened taste -- similar to Diet Coke, but sweetened with corn syrup. Market researchers and investigators were sure it'd be a hit.<br />A poll showed that only 13 percent of soda drinkers liked the new Coke. The pop was a bust of epic proportions. Pepsi took full benefit by launching a profitable featuring a girl who asked: "Somebody out there tell me why Coke did it? Why did Coke change?<br /> <br />"Fans weren't upset -- they were angry. So fervent were Coke drinkers that they propelled grassroots movements across the country to force Coca-Cola to fetch back the original Coke.<br />Coca-Cola was number one at the time, but Pepsi was gaining crushed and cutting into Coke's precious market share.<br /> <br />Eventually the pressure from the fans and the press became too much. Due to that pressure Cocal Cola’s Owners organize press conference and said,  We're getting it back, the original taste of Coca-Cola returns as Coca-Cola Classic and soon America will have a real choice.<br />The simple fact is that all of the time and money and ability poured into consumer research on a new Coca-Cola could not extent or reveal the depth and abiding emotional attachment to original Coca-Cola felt by so many people,"<br /> <br />Due to this strategy, Pepsi got full competitive advantage of that coca cola company and coca cola obviously had lost some market share. Coca Cola also lost some people’s trust due to emotions with coca cola product.<br />

Coca Cola Failed in Strategy

Coca-Cola Company proclaimed a alteration to its nearly century-old secret formula 1985. The new Coke would have a smoother, sweetened ta...

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Leadership Styles Their Types and Working Principles

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn63jdoEEUhqt3PlGG261pJomfE08vk4TlO2zhqtGYs85Su9QLjXWAVoNIjUlLBQttvvGTvgizgvUNLLFITwoDBjG5wRFsaG3QhpoJIHNcMXhu3D1j83qg7yysP1ltSRyFqcvxVwBHwDKQ/s1600/Untitled.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="what is leadership style" border="0" data-original-height="767" data-original-width="1019" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn63jdoEEUhqt3PlGG261pJomfE08vk4TlO2zhqtGYs85Su9QLjXWAVoNIjUlLBQttvvGTvgizgvUNLLFITwoDBjG5wRFsaG3QhpoJIHNcMXhu3D1j83qg7yysP1ltSRyFqcvxVwBHwDKQ/s640/Untitled.jpg" title="Leadership Styles Their Types and Working Principles" width="640" /></a></div> <br /> Leadership is the art of motivating a group of people to act towards achieving a common goal. Leadership is all about influencing a group of people.<br /> <div style="text-align: center;"> <br /></div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> <img alt="what is leadership styles" height="188" src="data:image/png;base64,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" title="Leadership" width="200" /> </div> <h3> Characteristics of Effective Leader</h3> Take the challenges to grow<br /> Take calculated risks<br /> Adopt the leadership style that fits you and your personality<br /> Have courage at the time of controversies<br /> Accept their mistakes<br /> Communicate frequently<br /> Be approachable<br /> Understand the situation and the fact<br /> <h3> Essential keys of Leadership </h3> Trust<br /> Collaboration<br /> Confidence<br /> Competence<br /> Competitive Spirit<br /> <h3> How do you define Leadership Style?</h3> <h3> TYPES OF LEADERSHIP STYLES </h3> <h3 style="text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheL0YGI3eae-R08Di0y5yiV_eta_AfM6QAl3yYMBcSyUvDhyphenhyphendLkcjZTf7hHYxFF3LC6QMt7x7Gnr8Q472efGnAl4t-PDSR5Wx2dTfO5BIU5Q56AVaJbMpLwWjDu1PkU0OlZEEKGrK0KcGI/s1600/2.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="what are the types of leadership styles" border="0" data-original-height="468" data-original-width="978" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheL0YGI3eae-R08Di0y5yiV_eta_AfM6QAl3yYMBcSyUvDhyphenhyphendLkcjZTf7hHYxFF3LC6QMt7x7Gnr8Q472efGnAl4t-PDSR5Wx2dTfO5BIU5Q56AVaJbMpLwWjDu1PkU0OlZEEKGrK0KcGI/s320/2.jpg" title="Types of Leadership Styles" width="320" /></a> </h3> <br /> <h3> Democratic Leadership</h3> Democratic leadership, also known as participative leadership or shared leadership, is a type of leadership style in which members of the group take a more participative role in the decision-making process.<br /> <br /> <h3> When to use Democratic Leadership Style? </h3> Team Agreement is needed<br /> Greater motivation and commitment is needed<br /> Knowledgeable and skillful team members are required<br />   <br /> <h3> Autocratic Leadership</h3> Autocratic leadership, also known as authoritarian leadership, is a leadership style characterized by individual control over all decisions and little input from group members.<br /> <br /> <h3> When to use Autocratic Leadership Style?</h3> When quick decisions are needed<br /> No needs for others input<br /> Team agreement is not necessary<br /> When high level of management controlis needed<br /> <br /> <h3> Delegative Leadership Style </h3> Laissez-faire leadership, also known as delegative leadership, is a type of leadership style in which leaders are hands-off and allow group members to make the decisions.<br /> <h3> </h3> <h3> When to use Delegative Leadership Style ?</h3> When the team is highly capable<br /> When team members are able to analyze the situation<br /> When close monitoring of a decision is not needed<br /> When there is full trust and confidence in the team members<br /> <div style="text-align: left;"> <br /></div> <h3>  Power Style</h3> <h3 style="text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5l2KNUlBK7krx0hbH4U8EBda5YnBeA6uvhvgB4O-WDamLqP3WESr8p7a_0N_DoxvaBPr3Ou6Z9xIZu72C9EV6NkuFODAUxCB4YVYeYtuQ5qx-xcdnb9wN-T6V_mrBT_jLM_u-0rVEwagm/s1600/3.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="What is Power Style" border="0" data-original-height="724" data-original-width="744" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5l2KNUlBK7krx0hbH4U8EBda5YnBeA6uvhvgB4O-WDamLqP3WESr8p7a_0N_DoxvaBPr3Ou6Z9xIZu72C9EV6NkuFODAUxCB4YVYeYtuQ5qx-xcdnb9wN-T6V_mrBT_jLM_u-0rVEwagm/s320/3.jpg" title="Power Style" width="320" /> </a></h3> If you need ppt or pdf file of this presentation kindly let us know through comment section we will provide it to you guys <br /> If you have any problem regarding this post kindly let us know through comment section we will be pleased to cooperate with you. This Presentation was presented by Anum Memon one of our class fellow. So Credit goes to her. <br /> Thank you :)

Leadership Styles Their Types and Working Principles

Leadership is the art of motivating a group of people to act towards achieving a common goal. Leadership is all about influencing a grou...

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