the following time value of money (TVM) calculations, be sure to show financial calculator inputs (PV, FV, PMT, I, N). Identify the component you are solving for with a CPT and highlight in yellow (10 points). Any problem that does NOT show this information will earn 0 points. Solve the problem and enter the response next to the CPT

For example, if you deposit $400 into an account paying 4% interest compounded annually, how much will you have in the account after three years?

PV=-400 *

PMT=0

N=3*1=(n*m)=3

I/Y=4%1=(im)=4

FV=CPT=449.95

* Be sure to use negatives appropriately to signify cash flow direction. Negatives signify cash outflows (e.g., a deposit into the bank) and non-negatives (i.e. positive numbers) represent cash inflows (e.g., money received from the bank). Also to establish a good habit, always think about entering the period rate (im) and number of compounding periods (n*m) for I and N. This way when you have compounding that is not ANNUALLY, you have accounted for the difference. Remember m=the number of compounding intervals per year; so with annual compounding m=1.

Be sure to use at least five decimal places in your intermediate calculations and round your final response to two decimal places.

You would like to purchase a vintage car costing $20,000. The dealer will finance this purchase at 8% compounded annually for 6 years. You will be required to make one payment at the end of each year. What will be the amount of your end-of-year payment?

You plan to buy a car that has a total "drive-out" cost of $25,700. You will make a down payment of $3,598. The remainder of the cars cost will be financed over a period of 5 years. You will repay the loan by making equal monthly payments. Your quoted annual interest rate is 8% with monthly compounding of interest. (The first payment will be due one month after the purchase date.) What will your monthly payment be?