Please help me do this in Excel with screenshots!

3 4 5 6 8 9 Angie is considering seven investments. The cash required for each investment and the net present value (NPV), in millions, each investment adds to the form are given in the table. * The cash available for investment in year 1 is $50 million. * The cash available for investment in year 2 is $20 million. * Angie wants to find the investment policy that maximizes her NPV. * The crucial assumption here is that if Angie wishes to take part in any of these investments, she must go "all the way". Input data on potential investments Investment 1 2 Year 1 cost $6 Year 2 cost $2 NPV $15 $54 $7 $17 $32 $35 $40 $12 $3 $14 $6 $6 $17 $6 $6 $12 7 $48 $4 $14 $36 $3 $10 $18 $3 $12 Additionally, if Angie decides to invest in Investment 1 she would need to invest in Investment 3 as well. (This is not true the other way around, if she invests in Investment 3 she does not need to invest in Investment 1.) Decisions: whether to invest or not! Investment levels Budget constraints Amount invested Budget How much does this strategy cost Angie (the strategy being the Investment 1 and 3 above)? How much less money does Angie make by following the strategy than she would have made if she didn't need to follow the strategy? Answer below. A copy of the tab has been provided if you need it to help answer this question. Only solver on this sheet will be scored. This means that any Solver setups in the Exe04 Copies do not need to have range names, but Solver in this sheet does. Year 1 Year 2 $50 $20 Objective to maximize Total NPV Use Solver to maximize the Total NPV. How much does Angie's investment strategy cost her? Why? 3 4 5 6 8 9 Angie is considering seven investments. The cash required for each investment and the net present value (NPV), in millions, each investment adds to the form are given in the table. * The cash available for investment in year 1 is $50 million. * The cash available for investment in year 2 is $20 million. * Angie wants to find the investment policy that maximizes her NPV. * The crucial assumption here is that if Angie wishes to take part in any of these investments, she must go "all the way". Input data on potential investments Investment 1 2 Year 1 cost $6 Year 2 cost $2 NPV $15 $54 $7 $17 $32 $35 $40 $12 $3 $14 $6 $6 $17 $6 $6 $12 7 $48 $4 $14 $36 $3 $10 $18 $3 $12 Additionally, if Angie decides to invest in Investment 1 she would need to invest in Investment 3 as well. (This is not true the other way around, if she invests in Investment 3 she does not need to invest in Investment 1.) Decisions: whether to invest or not! Investment levels Budget constraints Amount invested Budget How much does this strategy cost Angie (the strategy being the Investment 1 and 3 above)? How much less money does Angie make by following the strategy than she would have made if she didn't need to follow the strategy? Answer below. A copy of the tab has been provided if you need it to help answer this question. Only solver on this sheet will be scored. This means that any Solver setups in the Exe04 Copies do not need to have range names, but Solver in this sheet does. Year 1 Year 2 $50 $20 Objective to maximize Total NPV Use Solver to maximize the Total NPV. How much does Angie's investment strategy cost her? Why