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ch4aika [34]
3 years ago
14

Suppose that the demand for loanable funds for car loans in the milwaukee area is $10 million per month at an interest rate of 1

0 percent per year, $11 million at an interest rate of 9 percent per year, $12 million at an interest rate of 8 percent per year, and so on. if the supply of loanable funds is fixed at $15 million, what will be the equilibrium interest
Business
1 answer:
Tju [1.3M]3 years ago
4 0

Answer:

5 percent per year.

Explanation:

Base on the scenario been described in the question, where we saw the demand loanable funds for car loans in the milwaukee area is $10 million per month at an interest rate of 10 percent per year, $11 million at an interest rate of 9 percent per year, $12 million at an interest rate of 8 percent per year, if eventually the supply of loanable funds is fixed at $15 million, the equilibrium rate will be 5 percent per year because it is fixed

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Answer:

You would have $1,251 more money in second city bank than the first city bank.

Explanation:

First city bank pays 7% simple interest.

Interest = (PRT)/100

Interest = (6000 * 7 * 9)/100 = 378000/100 = $3,780

Amount in first city bank after 9 years = 6000 + 3780 = $9,780

The second city bank pays 7% interest compounded annually, so we would find the amount after 9 years.

P = $6,000

R = 7% = 7/100 = 0.07

T = 9

A = P(1 + R) ^ {t}\\

A = 6000(1 + 0.07)^ {9}\\

A = 6000(1.07)^{9}\\

A = 6000 * 1.838459212420\\

A = 11030.75527452\\

A = 11031

Amount after 9 years in second city bank = $11,031

Difference between first city bank and second city bank: 11031 - 9780 = 1251.

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Bluebird, Inc., does not provide its employees with any tax-exempt fringe benefits. The company is considering adopting a hospit
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Answer:

a. The Before Tax Compensation for each of the two classes of employees are as follows:

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c. The Employer's after tax cost of exempt benefit for each of the two classes of employees are as follows:

Low (0.15) = $6,750

High (0.35) = $6,750

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Explanation:

a. How much taxable compensation is the equivalent of $9,000 of exempt compensation for each of the two classes of employees?

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Low (0.15) = $11,635.42

High (0.35) = $14,162.08

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Note: See part b of the attached excel file for the calculation of Employer's after tax cost of taxable compensation.

From part b of the attached excel, the Employer's after tax cost of taxable compensation for each of the two classes of employees are as follows:

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High (0.35) = $10,775.57

c. What is the company’s after-tax cost of the exempt compensation?

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