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cupoosta [38]
3 years ago
9

You want to purchase a new motorcycle that costs $29,800. The most you can pay each month is $510 over the life of the 78-month

loan. What is the highest APR that you could afford
Business
1 answer:
TiliK225 [7]3 years ago
4 0

Answer:20,5369%

Explanation:We know APR is the Annual Percentage Rate that is paid over a loan. If we are to pay during 78 months at most $510 each month, then we could pay in total 510*78=$39780 in the course of the six years and a half that constitute the 78 months. This means that yearly we can pay in interest $39780/6,5=$6120 each year, this represents the interest over the loaned money, i.e., the $29800. Then the APR is

\\\frac{6120}{29800} =20,5369\% annualy or 1,71141% monthly and it is the highest APR you could afford, 20.5369%

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3 years ago
You just purchased an existing business that produces solar panels according to the following production function:
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<u>$50</u>

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4 0
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