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Grace [21]
3 years ago
7

You manage a company that competes in an industry that is comprised of four equal-sized firms that produce similar products. A r

ecent industry report indicates that the market is fairly saturated, in that a 10 percent industry-wide price increase would lead to a 18 percent decline in units sold by all firms in the industry. Currently, Congress is considering legislation that would impose a tariff on a key input used by the industry. Your best estimate is that, if the legislation passes, your marginal cost will increase by two dollars.
Based on this information, what price increase would you recommend if the tariff legislation is passed by Congress?

Business
1 answer:
Alja [10]3 years ago
5 0

Explanation:

It is given that in the market there are four equal-sized firms that produce similar products. The market is saturated such that 10% industry-wide price rise would lead to 18% decline in units sold by all firms in the industry. Going further, there is a proposed legislation that imposes a tariff on a key input used by the industry, which on realization would result in the increase in marginal cost by $2.

This means that the market elasticity of demand is:

[ FIND THE ATTACHMENT FOR SOLUTION]

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Answer:

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Explanation:

Investing in advertising has one goal: <em>increasing profits</em>. There are many ways of increasing the revenue of a company being the most common increasing the quantity demanded. However, increasing the quantity demanded -<em>moving the demand curve to the right</em>- implies bringing the prices down -<em>demand law</em>, but we do not know how the market will react.  

Then, advertising should also help institutions marketing that will help them make their products less <em>elastic </em>or less prone to major changes in quantity demanded due to changes in price.

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The following data are available relating to the performance of Sooner Stock Fund and the market portfolio:
Oliga [24]

Answer:

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Jensen Alpha = Rp - (Rf + beta*(Rm - Rf))

Where Rp = Return on portfolio = 20%, Rf = risk free rate = 3%, Beta = Beta of portfolio = 1.8 and Rm = Market return = 11%

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Jensen Alpha = 20 - (3 + 1.8*8)

Jensen Alpha = 20 - (3 + 14.4)

Jensen Alpha = 20 - 17.4

Jensen Alpha = 2.6%

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Soloha48 [4]

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