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FVGA [15] The future value of a constantly growing annuity is:Where PMT1is the first payment (next year), g is the growth rate in the annuity, r is the interest rate earned on investment, and n is the length of the growing annuity. This equation calculates the future value immediately after the last payment. make a spreadsheet that allows the user to enter an initial payment (PMT1, the number of years, an interest rate, and a growth rate. The spreadsheet returns the Future Value of the Growing Annuity and an amortization schedule. Restrict n to being less than or equal to 20 years, and r>g.SIM [10] Consider the function . Generate 100 integer values of X between -10 and +10, and graph Y as a function of F. Your graph should be dynamic – each calculation (F9) should redraw the graph.WEEK [5] For any loan, loan length (up to 30 years) and interest rate, the spreadsheet calculates monthly payment in the ordinary fashion. Then, the borrower makes ½ a monthly payment every two weeks. (Assume bi-weekly compounding at a rate of r/26). make a spreadsheet that determines how long it takes to pay off the loan in years.
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