Question

In: Finance

You borrow $9,000 for 16 months at 8% (Q). Interest is charged for Part of a...

You borrow $9,000 for 16 months at 8% (Q). Interest is charged for Part of a Period. What do you owe at the maturity date? Round each calculation to the nearest penny (round normally)

Solutions

Expert Solution

Given that,

Amount borrowed PV = $9000

loan period = 16 months

So, number of quarter N = 16/3 = 5.33 quarters.

Interest rate r = 8% compounded quarterly.

=> Amount to be paid at maturity = PV*(1+r/n)^N = 9000*(1+0.08/4)^(16/3) = $10002.54

Amount owed at maturity = $10002.54


Related Solutions

You plan to borrow $35,000 at an 8% semiannual interest rate. It is a 3 year...
You plan to borrow $35,000 at an 8% semiannual interest rate. It is a 3 year loan that requires 6 payments to fully amortize. a) Calculate the amount of semiannual payment you would be making every period? b) Set-up an amortization schedule.
Suppose you borrow $11,000 at an annual interest rate of 7% compounded monthly over 36 months....
Suppose you borrow $11,000 at an annual interest rate of 7% compounded monthly over 36 months. At the end of the first year, after 12 payments, you want to pay off the remaining balance in 8 equal MONTHLY installments. If the interest rate and the compounding frequency remain the same, how much is each of the 8 payments.
To borrow $500, you are offered an add-on interest loan at 8 percent. Two loan payments...
To borrow $500, you are offered an add-on interest loan at 8 percent. Two loan payments are to be made, one at six months and the other at the end of the year. Compute the two equal payments.
You borrow $100,000 and make annual payments for 5 years. The interest rate is 8%. How...
You borrow $100,000 and make annual payments for 5 years. The interest rate is 8%. How much interest do you pay in year 2? PLEASE EXPLAIN STEP BY STEP HOW YOU SOLVE WITH ONLY YOUR FINANCIAL CALCULATOR
LOAN AMORTIZATION. Today is T=0. You borrow $250,000 today at a rate of interest of 8%....
LOAN AMORTIZATION. Today is T=0. You borrow $250,000 today at a rate of interest of 8%. You agree to repay the loan over five years. Assuming a 40% tax rate, what are the tax implications, annually, if you repay the loan as a Zero amortization schedule Full amortization schedule Partial amortization schedule ($100,000 extra balloon payment at T=5
You plan to borrow $15,000 for 3 years. The interest rate is 8% compounded semi-annually. The...
You plan to borrow $15,000 for 3 years. The interest rate is 8% compounded semi-annually. The terms require you to amortize the loan with equal payments made every period. a) Calculate the amount of payment you would be paying every period? b) Set-up an amortization schedule
Question 1 I. You plan to borrow $35,000 at an 8% annual interest rate. The terms...
Question 1 I. You plan to borrow $35,000 at an 8% annual interest rate. The terms require you to amortize the loan with 6 equal end-of- year payments. a) Calculate the amount of annual payment you would be paying every year? b) Set-up an amortization schedule.    II. Allied Bank offers to lend you at a nominal rate of 5.0%, simple interest, with interest paid quarterly. Standard Bank offers to lend you the same amount, but it will charge 6.0%,...
construct a 10 year amortizing loan table with 8% interest rate. You borrow $30,000 initially and...
construct a 10 year amortizing loan table with 8% interest rate. You borrow $30,000 initially and repay it in your ten equal annual year end payments. show only the first 3 steps.
construct a 10 year amortizing loan table with 8% interest rate. You borrow $30,000 initially and...
construct a 10 year amortizing loan table with 8% interest rate. You borrow $30,000 initially and repay it in your ten equal annual year-end payments. Show only the first three years.
Alex and Beatrice each borrow $10,000 at an annual effective interest rate of 8%.
Alex and Beatrice each borrow $10,000 at an annual effective interest rate of 8%. Alex makes a payment of $1,000 at the end of each year, and Beatrice makes a payment of $500 at the end of each half year. Both borrowers will pay a final, smaller payment at the end of the loan (a "drop payment"). Determine the total amount of interest paid by the two borrowers.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT