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Yakvenalex [24]
4 years ago
10

A small business owner visits his bank to ask for a loan. The owner states that she can repay a loan at $2,500 per month for the

next two years and then $3,000 per month for another two years after that. If the bank is charging customers 6.5 percent APR, how much would it be willing to lend the business owner?
Business
1 answer:
Iteru [2.4K]4 years ago
5 0

Answer:

Present value = $115,278.17

Explanation:

Given data:

Monthly repay amount for 2 year = $2500

Monthly repay amount for another 2 year = $3500

APR =6%

monthly interest rate = 6.50/12 = 0.54167%

Present value is calculated as

Present value = \frac{monthly payment}{(1 + monthly rate)^n}

Present value = \frac{2500}{(1 + 0.54167\%)^1} +\frac{2500}{(1 + 0.54167\%)^2} +........ + \frac{2500}{(1 + 0.54167\%)^{24}} +  \frac{3000}{(1 + 0.54167\%)^{25}} + ...... + \frac{3000}{(1 + 0.54167\%)^{48}}

Present value = 2500\times \frac{(1-(\frac{1}{1.0054167})^{24})}{0.0054167} + 3000\times \frac{(1-(\frac{1}{1.0054167})^{24})}{0.0054167}

Present value = $115,278.17

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Answer:

a.

                                                                                         Amount ($)

Net Sales                                                                         7,880,000

Less : costs and other expenses (including income tax) 5,900,000

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Add : Extraordinary Gain [gain from discontinued              420,000

operations (net of income tax)]                                

= Net Income                                                                         2,400,000

Earning Per Shares :  

On Income before extraordinary items                                   2.17    

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Net Sales                                                                         7,880,000

Less : costs and other expenses (including income tax) 5,900,000

= Income before extraordinary items                          1,980,000

Add : Extraordinary Gain [gain from discontinued              420,000

operations (net of income tax)]                                

= Net Income                                                                         2,400,000

Earning Per Shares :  

On Income before extraordinary items                                   2.17    

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On Net Income ($2,400,000 / 910,000 shares)                     2.63

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($1,980,000 / 910,000 shares)

On Extraordinary gains ( $420,000 / 910,000 shares)    0.46

On Net Income ($2,400,000 / 910,000 shares)                     2.63

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