Determine the present value equivalent of a geometric sequence of annual cash flows starting at P 1,000 at the end of the 3rd year, and increasing at 5% every year up to the 25th year. Interest of money is 12%. Select one: a. P 8,807 b. P 9,736 c. P 10,562 d. P 11,048

Please try to solve in 20 minute Your client plans to invest $2000 at the end of each year. The rate of return on the investment is 7.5% compounded annually. What will be the value of the investment at the end of 12 years?

Suppose that an investor wishes to deposit an amount now so that in 30 years S1,000,000 will be in an account that pays 10% interest per year, compounded annually. What amount must be deposited now?

1. How much will be the accumulated (total) amount at the end of 9 years if a man deposits 5,000 pesos at the end of every year with an interest of 14% compounded annually. God bless!

4. An engineering consultant wants to withdraw $16,000 per year for each of the next 10 years to purchase hardware and software upgrades. How much money must the consultant deposit initially in an account that earns 4% interest, compounded annually?

7. Five equal deposits of $8000 will be made every 3 years starting next year at %12 per year compounded quarterly. What will be the total accrued amount withdrawn 4 years after the last deposit is made?

2. If we deposit $12000 at the end of year 0 into the bank with the annual interest rate of 6%. How much money will we have at the end of year 2? Draw the cash flow diagram.

Question 4 > What present value amounts to $14,950.78 if it is invested for 7 years at 9% compounded every 2 months? The present value is $ (Round to 2 decimal places.) Aloxt Ouostion

1.12 Choose the equation below that can be used to determine the value of "P" for a known interest rate, i. Hint think in gradient payment series. No need to show work on this one. Year Cash Flow, $ 0 P 1 0 2 -2,000 a) P = 10,000(P/F, i%, 5) - 2,000(P/G, i%, 5) b) P = 10,000- 1,000(P/G, i%, 5) (F/P, 1%, 5) c) P= 10,000(P/F, i%, 5) -2,000(P/G, i%, 5) d) P= -10,000(P/F, i%, 5) + 2,000(P/G, 1%, 4) 3 -4,000 4 -6,000 5 10,000

A student is buying an automobile that costs $12,000 and she will borrow the money from a bank, and pay the loan off in five annual instalments. At 15% interest rate, what is the installment amount ? Prepare a cash flow diagram to represent this situation. $12000 15% 5 years 0 1 2 3 4 A A A A A