What is the monthly payment that should occur when $35,000 is borrowed at 8% per year compounded quarterly and the loan is repaid with 60 equal monthly payments? Explain, using a TI-84.
Please i need a well explained answer on this. Show Working.
Ans:
For computing the monthly payment using TI-84 following steps needed
Step#1: Press - Apps, Finance, TVM solver
Step#2: Enter all the information except PMT as follows
| N= total no of payments we have to make throughout the loan period | 60 | |
| I%= Interest rate | 8 | |
| PV= Present value of the loan | 35000 | |
| PMT= Monthly Payment | ||
| FV=Future value | 0 | Because we repaying the loan fully hence the future value of the loan is nill |
| P/Y= no of payments per year | 12 | Since we are paying monthly |
| C/Y= compounds per year | 4 | since compounded quarterly similarly if compounded monthly we have to put value 12 |
Step#3:
After putting all the value go to the PMT value Press Clear, Alpha, Enter
The value comes negative because this is a cash outflow amount since we are paying.
now you got the answer
What is the monthly payment that should occur when $35,000 is borrowed at 8% per year...
A total of $80,000 is borrowed and repaid with 72 monthly payments, with the first payment occurring one month after receipt of the $80,000. The stated interest rate is 7.00% compounded quarterly. Part a What is the intereste rate per cash flow period (month)?
You borrowed $4,000.00 at 1% per month and agreed to repay in equal monthly payments over the next 3 years. What is your monthly payment? 3. You borrowed $10,000.00 which is to be repaid in equal quarterly payments of $1,336.00 over the next 2 years 4. a) Determine the interest rate per interest period based on quarterly compounding. b) What are the nominal and effective interest rates?
Janine borrowed $35,000 from her bank. Monthly payments are $600, including interest at 6.8% compounded quarterly. a.How many payments will Janine make altogether? (Do not round intermediate calculations and round your answer up to the next whole number.) No. of payments b.How much is the last payment? (Do not round intermediate calculations and round your answer to 2 decimal places.) Last payment c.How much interest will Janine pay over the life of the loan? (Do not round intermediate calculations and...
"This morning, you borrowed $150,000 to buy a house. The mortgage rate is 7.35 percent. The loan is to be repaid in equal monthly payments over 20 years. The first payment is due one month from today. How much is the equal monthly payment? (Assume that each month is equal to 1/12 of a year." $1,166.52 $1,033.46 $1,102.51 $925.83 $1,194.67 please show all work via a financial calculator preferably TI BA II plus
of 10 | Page 5 of 10 5 (1 point) A loan of $45,000 at 8% compounded quarterly is to be amortized over four years with equal payments made at the end of every three months. How much interest will be paid over the entire amortization period? Question 6 (1 point) A car loan is to be repaid by oqual monthly payments for four years. The interest rate is 7.2% compounded monthly and the amount borrowed is $17,355. How much...
please show all steps
2. You have borrowed a loan form bank for $400,000 to finance a new house. You are required to repay the loan in 360 equal monthly payments starting at the end of month 1. The bank charges an interest rate of 3% APR, compounded monthly. (i) What is the reduction in repayment time if you decide to add $400 to each payment? What is the remaining balance of the loan after 120 payments under (ii) the...
Please provide the answer showing all steps.
Suppose you borrowed $10,000 at an interest rate of 12%, compounded monthly over 36 months. At the end of the first year (after 12 payments), you want to negotiate with the bank to pay off the remainder of the loan in 8 equal quarterly payments. What is the amount of this quarterly payment, if the interest rate and compounding frequency remain the same?
In order to buy a car, you borrow $35,000 from a friend at 12%/year compounded monthly for 4 years. You plan to repay the loan with 48 equal monthly payments. a. How much are the monthly payments? b. How much interest in in the 23rd payment? c. What is the remaining balance after the 37th payment?
The
annual payment is $14,700.
$150,000 was borrowed at 8% per year. Annual end of year payments of $14,700 will be made. When this loan is paid off, what will be the amount off the last payment?
3. A company borrowed $13,000 paying interest at 8% compounded quarterly. If the loan is repaid by payments of $1800 made at the end of each 3 months, construct a partial amortization schedule showing the last three payments, the total paid, and the total interest paid. Complete the table below for the last three payments. (Do not round until the final answer. Then round to the nearest cent as needed.) Payment Outstanding Number Amount Paid Interest Paid Principal Repaid Principal...