A person bought a car for JD20,000 he payed JD5,000 immediately while the remaining amount will be repaid at 4 equal annual payments, at an annual interest rate of 12%, calculate: 1. The value of each installment. 2. If he paid the first two installments but he could not pay the rest of the amount on time agreed upon, so his penalty was to repay the remaining amount in four equal installments, starting in the fifth years after the purchase of the car, find the value of the new installiment

A person bought a car for JD20,000 he payed JD5,000 immediately while the remaining amount will be repaid at 4 equal annual payments, at an annual interest rate of 12%, calculate: 1. The value of each installment. 2. If he paid the first two installments but he could not pay the rest of the amount on time agreed upon, so his penalty was to repay the remaining amount in four equal installments, starting in the fifth years after the purchase of the car, find the value of the new installiment

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Wade Ellis buys a new car for $16,447.22. He puts 10% down and obtains a simple interest amortized loan for the rest at 11 1/2% interest for four years. (Round your answers to the nearest cent.) (a) Find his monthly payment.$ (b) Find the total interest.$ (c) Prepare an amortization schedule for the first two months of the loan. PaymentNumber PrincipalPortion InterestPortion TotalPayment Balance 0 $ 1 $ $ $ $ 2 $ $ $ $
Jordan was supposed to pay Courtney $4,200 6 months ago and $2,220 in 5 months. If he wants to repay this amount with two payments of $3,500 today and the balance amount in 3 months, calculate the balance amount. Assume interest is 2.40% p.a. and the agreed focal date is 3 months from now.
A family takes a S275,000 20 year mortage at 3.50% annually compounded monthly. a. Compute their monthly payments. b. Immediately after the 121 payment, this family receives a $55,000 from an inheritance. They decide to put this entire amount against the amount they owe. Given that the bank expects them to maintain the same monthly payments as in 4a, compute the length of time (months) it will take to pay the laon off.
Travis currently owes $8,000 to a friend who is charging him interest of 2.70% p.m. He is required to settle the loan with two equal payments, one today and the other in five months. Calculate the size of the payments using five months as the focal date.
Williams buys GH¢5000 worth of home furnishings from AGC Furniture. He pays GH¢500 down and agrees to pay the balance in monthly installments over 5 years at j12 = 18%. The contract stipulates a penalty in case of earlyrepayment, equal to 3 months’ payments. After 2 years, Williams realizes he can borrow from the bank at j12 = 12%. Should he refinance?
When Florio and Rhoda bought their home, they borrowed $200,000 for 30 years at 6%, compounded monthly. After making 120 payments of $1199 per month, they plan to refinance. They find that they can refinance at 4.5%, compounded monthly, for 15 years. There is a one-time refinancing charge of $750, added to the amount of the refinanced loan. a) Find the Payoff Amount (Unpaid Balance) of Florio and Rhoda's Original Loan. 11a)_ b) Find the amount of their new loan (amount refinanced) 11b)_ c) Find their New Monthly Payment amount for the refinanced loan. 11c). d) Find the amount they saved by refinancing...if any! 11d).
Odysseus buys an Odyssey for $45,000.00. He pays $5000.00 down and the remainder in equal monthly payments over 5 years at 8% c.m. a. Calculate the amount of the monthly payment. b. Calculate the total interest charges. c. Determine the balance owing just after the 36th payment. Show the Merchant's Rule. d. Determine the total principal paid during the third year.
A woman borrows $3000 at %9 compounded monthly, which is to be amortized over 3 years in equal monthly payments. For tax purposes, she needs to know the amount of interest paid during each year of the loan. Find the interest paid during the first year, the second year, and the third year of the loan. (Hint: Find the unpaid balance after 12 payments and after 24 payments. Also see example in your notes.)

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