2. A financial obligation requires the payment of $250.00 in eighteen months, $350.00 in thirty months, and $300.00 in fifty-four months. When can the obligation be discharged by a single payment of $800.00 if interest is 5% compounded semi-annually?

An installment contract for the purchase of a car requires payments of ​$206.33 at the end of each month for 5 years. Interest is 5% per annum compounded monthly. ​(a) What is the amount​ financed? ​(b) How much is the interest​ cost?

If you borrow $5000 for five years and seven months at 9% compounded quarterly. How much is owed on the due date?

A loan is offered with bi-weekly payments (26 payments per year) and a 15.00 percent APR. What's the loan's effective annual rate (EAR)? Note: Round your final answer to 2 decimal places.

Construct the amortization schedule for a $7000 debt that is to be amortized in 5 equal quarterly payments at 2.5% interest per quarter on the unpaid balance. How much interest must be paid?

What is the size of the payments that must be deposited at the beginning of each 6-month period in an account that pays 8.6%, compounded semiannually, so that the account will have a future value of $170,000 at the end of 20 years? (Round your answer to the nearest cent.)$_____

ou were paying your fully amortising loan at 8.2% per annum for 12 years. The current monthly payment is $1,492 per month. What is the remaining loan balance at the end of year 2? Please rounded your answer to two decimal points (e.g. 8000.158 is rounded to 8000.16)

What amount must be deposited today, if, starting one year from today, you wish to make 15 equal annual withdrawals of $3,450 from an account offering an annual stated rate of interest r = 0%?

8. What payment is required at the end of every three months for 5.75 years to repay a loan of $1,942.00 at 7% compounded quarterly?

a demand loan of ​$3000 is repaid by payments of ​$1500 after two ​years, ​$1500 after four ​years, and a final payment after six years. interest is 7​% compounded quarterly for the first two ​years, ​8% compounded annually for the next two ​years, and ​8% compounded quarterly thereafter. what is the size of the final​ payment?