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Calculating the present and future values of multiple cash flows is relevant

01 / 10 / 2021 Research Papers

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finance 1 answer below » 1) Calculating the present and future values of multiple cash flows is relevant only for individual investors. Answer True or False 2) When you pay the same amount every month as your insurance premium for a term life policy for a
period of five years, the stream of cash flows is called a perpetuity.

Answer True False 3) In today%u2019s financial markets, the best example of a perpetuity is the common stock issued by
firms.

Answer True False 4) Future View complete question » 1) Calculating the present and future values of multiple cash flows is relevant only for individual investors. Answer True or False 2) When you pay the same amount every month as your insurance premium for a term life policy for a
period of five years, the stream of cash flows is called a perpetuity.

Answer True False 3) In today%u2019s financial markets, the best example of a perpetuity is the common stock issued by
firms.

Answer True False 4) Future value of an annuity: Terri Garner will invest $3,000 in an IRA for the next 30 years. The investment will earn
13 percent annually. How much will she have at the end of 30 years? (Round to the nearest dollar.) 5) If your investment pays the same amount at the end of each year forever, the cash flow stream is called 6) Computing annuity payment: Maricela Sanchez needs to have $25,000 in five years. If she can earn 8 percent on any investment, what is the amount
that she will have to invest every year for the next five years? (Round to the nearest dollar.) 7)The true cost of borrowing is the annual percentage rate. effective annual rate. quoted interest rate. periodic rate. 8) Your investment in a small business venture will produce cash flows that increase by 15
percent every year for the next 25 years. This cash flow stream is called

Answer an annuity due. a growing perpetuity. an ordinary annuity. a growing annuity. 9) Computing annuity payment: Trevor Smith wants to have a million dollars at
retirement, which is 15 years away. He already has $200,000 in an IRA earning 8 percent annually. How much does he need to
save each year, beginning at the end of this year to reach his target? Assume he could earn 8 percent on any investment he
makes. (Round to the nearest dollar.)

Answer $13,464 $14,273 $10,900 $16,110 10) Which ONE of the following statements is true about amortization?

Answer Amortization refers to the way the borrowed amount (principal) is paid down over
the life of the loan. With an amortized loan, each loan payment contains some payment of principal and
an interest payment. A loan amortization schedule is just a table that shows the loan balance at the
beginning and end of each period, the payment made during that period, and how much of that payment represents
interest and how much represents repayment of principal. All of the above are true. View less » Jan 18 2014 12:50 AM



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