$3$

$1$ point

You expect to receive the following cash flows: $$7,0001$ year from today; $$6,0002$ years from today; $$5,0005$ years from today. If you deposit each cash flow in an account that earns an annual rate of $8\mathrm{.}2\%,$ how much money will you have $14$ years from today? Round your answer to the nearest penny.

$41$ point

You expect to receive the following cash flows: $$6,0001$ year from today; $$9,0003$ years from today; $$2,0005$ years from today. If the discount rate is $6\mathrm{.}0\%,$ what is the present value of these cash flows? Round your answer to the nearest penny.

$51$ point

You owe your friend each of the following cash flows: $$7,0001$ year from today; $$6,0002$ years from today; $$9,0007$ years from today. How much do you need to deposit today into an account that pays an annual interest rate of $5\mathrm{.}3\%$ to ensure you can meet each of these obligations? Round your answer to the nearest penny.

$6$

$1$ point

Suppose you deposit each of the following cash flows into a bank account: $$8,0001$ year from today; $$5,0003$ years from today; $$4,0005$ years from today. If the account that earns an annual rate of $6\mathrm{.}5\%,$ how much money will you have immediately after you make the final deposit? Round your answer to the nearest penny