<u>Calculation of period of the loan:</u>
It is given that The loan amount is $6,071 and the annual interest rate is 8%, that means the interest for one year shall be $6,071*8% = $485.68.
Now we are given that the total interest paid is $1,700. The time period of the loan can be calculated by dividing the total interest by the annual interest amount. Hence the period of the loan shall be = 1700 / 485.68 = 3.5 Years.
Hence he had the loan for <u>3.5 years</u>.
The correct answer is option c)
The present value of cash flow will be greater if we compound less frequently holding the stated interest rate constant. true
<h3>What is
interest rate constant?</h3>
A proportion that compares a loan's annual debt service to the sum of its principal is known as a loan constant. The annual debt service is divided by the total loan amount to determine a loan constant. Borrowers can compare the loan constants of several loans when looking for a loan before choosing one. The loan with the lowest loan constant will have reduced debt service obligations, resulting in a shorter length of time during which the borrower will pay less in interest and principal. Only loans with fixed interest rates are subject to loan constants; loans with variable interest rates are not.
A loan constant is a ratio that illustrates the annual debt service of a loan in relation to the entire loan principal.
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I think the most appropriate answer would be C.
I hope it helped you!
Kata ganti dan nama orang.
