For all questions, show your calculations in terms of the equivalence equations using (P/A,i,n), (F/P,1,n), etc. (where appropriate), and then substitute the numerical values to find the final answers. Charts for rate of return factors i=0.01, i=0.04, i=0.0406, i=0.12, i=0.1268, are at the back of the exam. Put a box around your final answers. 1. (20 points) You invest in a project that will yield your MARR of 12% APR compounded monthly. If the end-of-year cash flows for the 5 year duration of the project are given below, solve for the minimum value of X that satisfies the MARR. Cash Year Flow 0 -100,000 1 0 2 3 0 4 3x 5 50,000 1.1. (5 pts.) Show your cash flow diagram 1.2. (10 pts.) Set up your equivalence equation (without substituting any table values). 1.3. (5 pts.) Solve for the value of X. For all questions, show your calculations in terms of the equivalence equations using (P/A,i,n), (F/P,1,n), etc. (where appropriate), and then substitute the numerical values to find the final answers. Charts for rate of return factors i=0.01, i=0.04, i=0.0406, i=0.12, i=0.1268, are at the back of the exam. Put a box around your final answers. 1. (20 points) You invest in a project that will yield your MARR of 12% APR compounded monthly. If the end-of-year cash flows for the 5 year duration of the project are given below, solve for the minimum value of X that satisfies the MARR. Cash Year Flow 0 -100,000 1 0 2 3 0 4 3x 5 50,000 1.1. (5 pts.) Show your cash flow diagram 1.2. (10 pts.) Set up your equivalence equation (without substituting any table values). 1.3. (5 pts.) Solve for the value of X