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Juliette [100K]
4 years ago
12

You want to borrow $38,400 and can afford monthly payments of $960 for 48 months, but no more. assume monthly compounding. what

is the highest apr rate you can afford?
Business
1 answer:
Andru [333]4 years ago
7 0

To calculate the APR, we first calculate the monthly rate and then the APR (Annual percentage rate)

Monthly rate is calculated by using RATE function in excel as in =RATE(NPER,PMT,PV) where

NPER =  number of period in months = 48

PMT = Monthly payment = 960

PV = Loan value = 38400

Monthly rate = RATE(48,960,-38400) = 0.77015%

APR = Monthly rate * 12

APR = 0.77015%*12

APR = 9.24% (Rounded to 2 decimals)


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Answer:

The statement is: False.

Explanation:

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Last year, Michelson Manufacturing reported $10,250 of sales, $3,500 of operating costs other than depreciation, and $1,250 of d
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Answer and Explanation:

The computation is shown below:

Particulars                       Last year            Current year

Sales                               $10,250              $10,250

Operating cost               -$3,500              -$3,500

Operating income           $6,750               $6,750

less:

Interest expense

(6.5% of 3,500)               -$227.50           -$227.50

depreciation expense   -$1,250               -$1,975  ($1,250 + $725)

Earning before tax           $5,272.50          $4,547.50

Less: Income tax

at 21%                              -$1,107.23           -$954.98

Net income                      $4,165.27            $3,592.53

Now the net cash flow is

Net income                       $4,165.27             $3,592.53

Add:

Depreciation                      $1,250                 $1,975

Total net cash flows           $5,145.27          $5,567.53

Change is $422.26

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<span>That is "True".</span>

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3 years ago
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Answer:

Annual depreciation= $16,020

Explanation:

Giving the following information:

Purchase price= $174,500

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T<u>o calculate the depreciable base, we need to use the following formula:</u>

<u></u>

Depreciable base= purchase price - salvage value

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N<u>ow, we can determine the annual depreciation:</u>

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Annual depreciation= 160,200 / 10

Annual depreciation= $16,020

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