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maxonik [38]
2 years ago
10

compute the expected return given these three economic states, their likelihoods, and the potential returns: fast growth state h

as a probability of 0.3 and 40% return. slow growth state has a probability of 0.4 and 15% return. recession state has a probability of 0.3 and -15% return. group of answer choices
Business
1 answer:
Bas_tet [7]2 years ago
3 0

The expected return given these three economic states is 11.73%

What is the expected return based on the probabilities?

The expected return  based on the potential return and probabilities is the sum of the returns in different states multiplied by their probabilities as indicated below:

expected return=(return of fast growth rate*its prob)+(retrurn of slow growth rate*its prob)+(recession state rate*its prob)

expected return=(40%*0.3)+(15%*0.4)(-15%*0.3)

expected return=11.73%

In other words, the expected return is weighted average of possible returns alongside their probabilities

Find out more about expected return on:brainly.com/question/19424971

#SPJ1

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Answer:

Increase in income= (68,000 - 16,000) - 50,000= 2,000

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Explanation:

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A price elasticity of demand of less than one is termed inelastic, and an increase in the price of the product does not cause a significant drop in the quantity of the goods demanded, and this is the case seen in our example, so increasing the price of the good will increase the revenue.

When PED is equal to one, it is said to be unit elastic, and it means that the quantity demanded varies proportionately with change in price. For example if the price of a product increases by 50%, and 50% of its regular buyers switch to another brand.

A price elasticity of demand of zero is said to be perfectly inelastic, and it means that the demand for a good does not change at all, irrespective of the change in price.

Finally, a PED equal to infinity (∞) is said to be perfectly elastic, and consumers will only buy the product at only one price and nothing more.

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