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maks197457 [2]
3 years ago
11

If a firm borrows ​$8 comma 000 from households at an annual interest rate of 6 ​percent, how much will the firm pay in interest

payments each​ year?
Business
1 answer:
laila [671]3 years ago
8 0

Answer:

The firm will pay 480 dollars each year as interest payment.

Explanation:

The interest amount is calculated by multiplying the rate of interest with the amount borrowed. In problem loan is 8,000 dollars and rate of interest is 6%, so the interest amount will be calculated as follow

Interest payment = 8,000 * 6% = 480 dollars

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tina is the sole owner of tina's lawn mowing, incorporated (TLM). In one year TLM collects $1,000,000 from customers to mow thei
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Answer: See explanation

Explanation:

This is the remainder of the question:

How much does this economic activity contribute to GDP, NNP, National income, compensation of employees, Proprietors' Income, corporate profits, personal income, disposable personal income?

a. GDP – $1,000,000

The GDP is the value for the goods and services that a country sells. To loan customers lawns, Tina collects $1,000,000.

b. NNP – $875,000

NNP = GDP - Depreciation

= $1000000 - $125000

= $875000

c. National income – $875,000

d. Compensation of employees- $600,000

This is the amount paid by the company to its workers for work done as wages and salaries.

e. Proprietors’ income – $0

Because it is a Corporation, this will be $0.

f. Corporate profits – $275,000

This will be:

= $50,000 + $150,000 + $75000

= $275000

g. Personal income – $750,000

= NNP + Dividend - Profit

= $875000 + $150000 - $275000

= $750000

h. Disposable personal income – $550000

= $750000 - $60000 - $140000

= $550000

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The service sector is important for all of the following reasons EXCEPT Select one: A. services make an important contribution t
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Read 2 more answers
How many months will it take to pay off a $470 debt, with monthly payments of $20 at the end of each month, if the annual intere
amm1812

Answer:

28 month (approx)

Explanation:

Given

Present value = $470

Monthly Payment = $20

Interest Rate = 15% annual = 15% / 12 = 1.25% monthly

                                                             =0.0125

<h3>Present Value = PMT [\frac{1-(1+i)^{-n}}{i}] \\470 = 20 [\frac{1-(1+0.0125)^{-n}}{0.0125}]\\470/20 = [\frac{1-(1+0.0125)^{-n}}{0.0125}]\\23.5 \times 0.0125 =1-(1+0.0125)^{-n}\\1-0.29375= (1+0.0125)^{-n}\\0.70625 = (1+0.0125)^{-n}\\0.70625 =(1.0125)^{-n}\\0.70625= \frac{1}{(1.0125)^{n}}\\(1.0125)^{n}=1.4159292\\n=28(approx)</h3><h3 />
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