The loan is to be repaid in two equal payments
Payment amount = 12,257/PVAF(7%, 2 years)
= $6,779.25 (approx.)
You take out a loan for $12257 today. The bank requires that you repay the loan...
You take out a loan for $12257 today. The bank requires that you repay the loan with two equal payments, one payment in year 1 and one payment in 2. The interest on the loan is 7% per year. How big is each loan payment?
You borrow $100,000 today. You will repay the loan with 5 equal annual payments starting next year. Each payment is equal to $20,000 In addition to these payments, you will make a "balloon payment" in year 5 . If the interest rate on the loan is 2% APR, compounded annually, how big is the balloon payment? Group of answer choices $6,304 $6,960 $5,731 $6,327
Quantum Pizza took out a loan from the bank today for 22,700 dollars. The loan requires Quantum Pizza to make a special payment of 13,800 dollars to the bank in 5 years and also make regular, fixed payments of X to the bank each year forever. The interest rate on the loan is 4.3 percent per year and the first regular, fixed annual payment of X will be made to the bank in 1 year. What is X, the amount...
Quantum Pizza took out a loan from the bank today for 21,000 dollars. The loan requires Quantum Pizza to make a special payment of 13,700 dollars to the bank in 5 years and also make regular, fixed payments of X to the bank each year forever. The interest rate on the loan is 7.86 percent per year and the first regular, fixed annual payment of X will be made to the bank in 1 year. What is X, the amount...
Omar just took out a loan from the bank for 142,894 dollars. He plans to repay this loan by making a special payment to the bank of 26,888 dollars in 3 months and by also making equal, regular monthly payments of X. If the interest rate on the loan is 0.8 percent per month, he makes his first regular monthly payment later today, and he makes his last regular monthly payment made in 7 months from today, then what is...
Jens just took out a loan from the bank for 59,516 dollars. He plans to repay this loan by making a special payment to the bank of 5,460 dollars in 3 years and by also making equal, regular annual payments of X for 7 years. If the interest rate on the loan is 11.84 percent per year and he makes his first regular annual payment in 1 year, then what is X, Jens’s regular annual payment?
Mr. G obtains a $70,000 loan today. He will repay the bank with equal payments to be made at the end of each 6-month period, or twice each year, for 6 years. If the interest rate the bank charges is an 8% annual percentage rate, what amount of money will each payment be? (Note that payments and compounding occur semi-annually, not annually, in this example.) Hint: use the Basic Time Value of Money table attached to this quiz or a...
You borrow $1,000 from the bank and agree to repay the loan over
the next year in 12 equal monthly payments of $90. However, the
bank also charges you a loan initiation fee of $29, which is taken
out of the initial proceeds of the loan. What is the effective
annual interest rate on the loan, taking account of the impact of
the initiation fee?
You borrow $1,000 from the bank and agree to repay the loan over the next...
answer those 4 please Fatima just borrowed 83,364 dollars. She plans to repay this loan by making a special payment of 29,387 dollars in 7 years and by making regular annual payments of 13,147 dollars per year until the loan is paid off. If the interest rate on the loan is 17.93 percent per year and she makes her first regular annual payment of 13,147 dollars immediately, then how many regular annual payments of 13,147 dollars must Fatima make? Round...
72. Currently, you owe the bank $19,600 for a car loan. The loan has an interest rate of 7.75 percent and monthly payments of $620. Your financial situation recently changed such that you can no longer afford these payments. After talking with your banker and explaining the situation, he has agreed to lower the monthly payments to $450 while keeping the interest rate at 7.75 percent. How much longer will it take you to repay this loan than you had...