Question 1 [4 points]. As a new engineer with a high-paying job, you understand the importance of saving money now for your future. In your first year of work, you done your best to save as much of your monthly salary as possible, however, due to lots of new expense, you have saved very erratically. You've also moved your money into new accounts every few months to take advantage of special promotions and other incentives. The following cash flow diagram represents your monthly savings contributions throughout the first year. Compute the future value of these series, considering the different interest rates specified. Assume that all cash flows occur once per month at the end of each month. i-9% compounded daily i-9% compounded semi-annually i=9% compounded continuously 1-9% compounded monthly 0 1 2 3 4 5 6 7 8 9 10 11 12 $600 $600 $1350 $975 $1215 $1215 $1215 $1300 $1300 $1350 $1500 $1500 $1500