All cash flows occur at the end of the period. 1. What is the annual interest...

 

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All cash flows occur at the end of the period. 1. What is the annual interest rate, if $1,000 grows to $1,338 over 5 years? (4) remember to use opposite signs on the payment and present values 2. What is the future value of $1,000 invested today at an annual interest rate of 4% for 6 years? (4) 3. You take out a loan today of $30,000 with annual payments and an interest rate of 5%. If the maturity is 5 years, how much are the annual payments? (4) 4. How many years does it take to accumulate $6,843 in the future, if the interest rate is 4% and $5,000 is invested today? (4) remember to use opposite signs on the payment and present values 5. If you are due to receive $50,000 5 years from today and your discount rate is 4%, what is the value to you today? 6. What monthly annuity investment (deposit per month) is required to achieve $20,000 in 4 years, if the nominal annual interest rate is 6 % ? (4) (you need to adjust nper and rate for monthly) 7. Today you invest $81,109 to receive an equal payment of 10,000 per year (annuity) for the next 10 years. What annual interest rate have you earned? remember to use opposite signs on the payment and present values All cash flows occur at the end of the period. 1. What is the annual interest rate, if $1,000 grows to $1,338 over 5 years? (4) remember to use opposite signs on the payment and present values 2. What is the future value of $1,000 invested today at an annual interest rate of 4% for 6 years? (4) 3. You take out a loan today of $30,000 with annual payments and an interest rate of 5%. If the maturity is 5 years, how much are the annual payments? (4) 4. How many years does it take to accumulate $6,843 in the future, if the interest rate is 4% and $5,000 is invested today? (4) remember to use opposite signs on the payment and present values 5. If you are due to receive $50,000 5 years from today and your discount rate is 4%, what is the value to you today? 6. What monthly annuity investment (deposit per month) is required to achieve $20,000 in 4 years, if the nominal annual interest rate is 6 % ? (4) (you need to adjust nper and rate for monthly) 7. Today you invest $81,109 to receive an equal payment of 10,000 per year (annuity) for the next 10 years. What annual interest rate have you earned? remember to use opposite signs on the payment and present values

Answer rating: 100% (QA)

SOLUTION 1 To calculate the annual interest rate we can use the formula for future value FV PV x 1 rn where FV is the future value PV is the present v... View the full answer