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Sanders Co. is planning to finance an expansion of its operations by borrowing $150,000. City Bank has agreed to loan Sanders the funds. Sanders has two repayment options: (1) to issue a note with the principal due in 10 years and with interest payable annually or (2) to issue a note to repay $15,000 of the principal each year along with the annual interest based on the unpaid principal balance. Assume the interest rate is 8 percent for each option.
Required
a. What amount of interest will Sanders pay in year 1 under option 1 and under option 2?
Amount of Interest
Under option 1
Under option 2
b. Wihat anount of insyinyder option 1 and under option 27 (Round your final answers to the nearest dollar amount)
Amount of Interest
Under option 1
Under option 2
c. Which option is more advantageous to Sanders?
A. Option 1
B. Option 2

Respuesta :

Answer:

a. Amount of Interest  year 1

Under option 1  = $12,000

Under option 2 = $12,000

b. Amount of Interest  year 2

Under option 1  = $12,000

Under option 2 = $10,800

c. Which option is more advantageous to Sanders?

B. Option 2

With option 2, interest decreases as the years pass.

Explanation:

(1) to issue a note with the principal due in 10 years and with interest payable annually

Notes payable $150,000

Interest expense per year = $150,000 x 8% = $12,000

or (2) to issue a note to repay $15,000 of the principal each year along with the annual interest based on the unpaid principal balance.

Note payable $15,000 + ($150,000 x 8%) = $27,000

interest expense year 1 = $12,000

year 2:

Note payable $15,000 + ($135,000 x 8%) = $25,800

interest expense year 1 = $10,800

The amount of interest that Sanders will pay in year 1 under option 1 and under option 2 will be both be $12000.

The amount of interest that Sanders will pay in year 2 under option 1 and under option 2 will be $12000 and $10800 respectively.

Since the notes payable is $150000, the interest is calculated as:

= 8% × $150000

= $12000

For the second year, the notes payable will be calculated thus:

= 8% × $135000

= 0.08 × $135000

= $25800

Also, the interest expense is $10800.

Therefore, it can be deduced that with option 2, the interest reduces, therefore, it's more advantageous.

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