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The Lady with the Plan needs to make campaign T-shirt to fund raise. She is trying to decide how many to make for the coming political campaign. During the campaign itself, which lasts one month, a T-shirt sells for $20. Though, when the campaign ends, any unsold T-shirts are sold for $4 apiece. It costs $8 to make a campaign T-shirt. The Lady's calculates of the season's demand of T-shirts is as follows:
Demand Probability 300 0.05400 0.10500 0.40600 0.30700 0.10800 0.05How many T-shirts should the lady stock for the upcoming campaign?
Analyze the steps involved in avoiding a cash crunch and make at least one additional recommendation for doing so. Provide specific examples to support your response
Why is MIS one of the most important courses for a business student?
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