2 A. 8%/a compounded quarterly B. 6%/a compounded monthly C. 4%/a compounded annually a) Create a table of values for each account. Calculate four values, representing the value of the investment at the end of four different months. Use these values to create the equation of the exponential regression function that models the investment b) Is there a connection between the base of the exponential regression function and the interest rate for each investment? Explain. c) What will be the future value of each investment after 5 years? rom college. The interest-free period of Principal of $3000 was invested for 5 years in three different accounts: 2 A. 8%/a compounded quarterly B. 6%/a compounded monthly C. 4%/a compounded annually a) Create a table of values for each account. Calculate four values, representing the value of the investment at the end of four different months. Use these values to create the equation of the exponential regression function that models the investment b) Is there a connection between the base of the exponential regression function and the interest rate for each investment? Explain. c) What will be the future value of each investment after 5 years? rom college. The interest-free period of Principal of $3000 was invested for 5 years in three different accounts