PV at 10% at the end of year 2.
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PV at 10% at the end of year 2.
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- I need the manual excel formula as well as the FV Excel Function. C. Suppose you save $2,800 a year for 43 years into an investment account that earn 8.5% return, how much will you have at the end of the periods? Formula $ ??? Excel Functon $1,066,616.08We will assume that we saved $1,700. We can earn 7%. We will say that we will set aside the $1,700 for eight years. What is the future value? FV = PV (1+r)^n =$1,700 x (1+0.07)^8 =$1,700 x (1.07)^8 How do we solve for 1.07^8? We multiply 1.07 eight times. Or, we use the power key on the calculator. FV = PV (1+r)^n =$1,700 x (1+0.07)^8 =$1,700 x (1.07)^8 =$1,700 x 1.72 =$2,924 In eight years, our $1,700 becomes $2,924. What is the future in 20 years and 30 years? Based on your answer, would you be willing to set aside $1,700 for 20 years or 30 years? Why?What is the PV of a stream of 5 consecutive CFs, starting next year. The first CF =$5,000, and the rest are 20% more than the CF of the prior year? The discount rate is 10%?
- Find the PV of $150 received in 7 years if the APR is 12% compounded continuously?The past five monthly returns for PG&E are −3.47 percent, 4.63 percent, 4.07 percent, 6.92 percent, and 3.88 percent. What is the average monthly return? (Round your answer to 3 decimal places.) Average Return: ______.___%Complete the following using present value. Amount desired $8,900, Time 4 years, Rate 6%, Compounded monthly. What is the period used? What is the rate? What PV factor is used? What is the PV of amount desired at end of period?
- If you invest $25,000 today and eight years later receive $34,010.59, what annually compounded return have you earned? (answer in percentage, but without the % sign, e.g. 6.51% is entered as 6.51 - not 0.0651)If you invest $13,276.21 and want to receive $82,006.97 at the end of 31 years, at what APR must you invest? Enter your answer as percentage with two decimal places but without the percent symbol. For example, if your answer is 90.1234%, enter 90.12using the macrs rates from the following table, what is the book value of a $3500 computer after 2 years?
