3.
Down Payment = $5,000
Monthly payment = $275
Loan Period = 5 * 12 = 60 months
APR = 12%
No of Compounding = 12 times per year
Monthly rate = 12% / 12 = 1%
Present value using excel Formula:
=PV(rate,nper,pmt,fv)
=PV(1%,60,-275,0)
= $12,362.64
Price = $12,362.64 + 5,000 = $17,362.64
4.
PV of loan = $10,000
Loan period = 60 months
APR = 12%
No.of compounding = 12 times per year
Monthly rate = 12% / 12 = 1%
Monthly payment using excel formula:
=PMT(rate,nper,pv,fv)
=PMT(1%,60,-10000,0)
= $222.44
Monthly payment = $222.44
EAR = (1 + r/m)^m - 1
= (1 + 0.12 / 12)^12 - 1
= 1.01^12 - 1
= 1.1268 - 1
= 0.1268 or 12.68%
EAR = 12.68%
Show all excel formulas used Ex. 3 JIf a dealer offers you a car at $275...
You are considering buying a car worth $30,000. The dealer, who is anxious to sell the car, offers you an attractive financing package. You have to make a down-payment of $3,500, and pay the rest over 3 years with monthly payments. The dealer will charge you interest at a constant APR of 2%, which is lower than the market interest rate. (1) What is the monthly payment to the dealer? (2) The dealer offers you a second option: you pay...
You are thinking about a vintage car that costs $50,000. The car dealer proposes the following deal: He will lend you the money, and you will repay the loan by making the same payment every three months for the next 20 years (i.e. 80 total payments). If the interest rate is 6% APR with monthly compounding, how much will you have to pay every three months?
You're about to buy a new car for $10,000. The dealer offers you a one-year loan where you pay $882.88 every month for the next 12 months. Since you pay $882.88 * 12 = $10,595 in total, the dealer claims that the loan's annual interest rate is (10,595-10,000)/10,000 = 5.95%. What is the actual effective annual rate? What rate should the dealer quote by law? (in decimals)
Intro You're about to buy a new car for $10,000. The dealer offers you a one-year loan where you pay $849.67 every month for the next 12 months. Since you pay $849.67 * 12 = $10,196 in total, the dealer claims that the loan's annual interest rate is (10,196-10,000)/10,000 = 1.961%. Part 1 Attempt 8/10 for 5.8 pts. What is the actual effective annual rate? 4+ decimals Submit Part 2 Attempt 3/10 for 9.8 pts. What rate should the dealer...
7. + 1/2 points Previous Answers CraudColAlg6 1.1.EX.018.MI. 6/100 Submissions Used My Notes Ask Your Teacher You are buying a new car, and you plan to finance your purchase with a loan you will repay over 48 months. The car dealer offers two options: either dealer financing with a low APR, or a $2000 rebate on the purchase price. If you use dealer financing, you will borrow $14,000 at an APR of 3.3%. If you take the rebate, you will...
Problem 25 >> Intro You're about to buy a new car for $10,000. The dealer offers you a one-year loan where you pay $877 3 every month for the next 12 months. Since you pay $8773 12 = $10.528 in total, the dealer claims that the loan's annual interest rate is (10,528-10.000710,000 = 5.28% Part 1 18 Attempt 9/10 for 10 pts. What is the actual effective annual rate? 3+ decimals Submit IB Attempt 7/10 for 10 pts Part 2...
14 Problem 5-39 Loan Payments (LG5-9) You wish to buy a $23,500 car. The dealer offers you a 5-year loan with a 9 percent APR. What are the monthly payments (Do not round intermediate calculations and round your final answer to 2 decimal places.) -Book Payment per month Hint erences How would the payment differ if you paid interest only? (Do not round intermediate calculations and round your final answer to 2 decimal places.) Payment per month
You wish to buy a $22,000 car. The dealer offers you a 5-year loan with a 9 percent APR. What are the monthly payments? (Do not round intermediate calculations and round your final answer to 2 decimal places.) How would the payment differ if you paid interest only? (Do not round intermediate calculations and round your final answer to 2 decimal places.)
You have $5,000 down payment on a $20,000 car. The dealer offers you the following two options: (a) paying the balance with end-of-month payments over the next five years at ?^(12) = 9%. (b) a reduction of $1000 in the price of the car, the same down payment of $5,000, and bank financing of the balance after down payment, over 5 years with end-of- month payments at ?^(12) = 12%. Which option is better and why? (DO NOT USE EXCEL)
A car dealer offers you a loan with no interest charged for the term of three years. If you need to borrow $15,000, what will your monthly payment be? $500.00 $450.00 $375.00 $416.67 Submit Answer