In the first : SENSITIVITY ANALYSIS Develop data tables to analyze the effect of (i) changes in Initial Capital outlays on Annual Income, and (ii) changes in initial Capital outlays and Investment Period on Final Portfolio Value.

I dont know which formula I should use to get the correct answer when Capital is $ 200000 the Annual Income is $ 2944

DEVELOPING A STOCK PORTFOLIO You and your spouse have inherited $350,000 and are making some decisions on how to use the inheritance. You wish to invest at least some of it so you can retire early. Yet, you both would like to spend some on travel and luxury purchases. You think you need $500,000 to retire. The more you invest now, the more income you are likely to earn for smaller outlays in the interim. The more you invest, the earlier you can retire. Currently, you and your spouse have set up a portfolio of five stocks, as depicted on the Portfolio Allocation sheet. This baseline allocation divides your investment amount equally among the five stocks. Of course, we would like to maximize our returns on our investment. Stepping through the analyses below will help with your decisions. I: SENSITIVITY ANALYSIS initial Capital outlays and Investment Period on Final Portfolio Value. The effects of initial Capital outlays should be considered from $200,000 to $350,000, in increments of $5000. Consider Investment Periods from 4 to 10 years in increments of 2. Create both data tables on the Budget sheet. On the first data table, use conditional formatting to highlight annual income values above $5,000, on the second, highlight portfolio values above $500,000. (See examples alongside.) II: ALTERNATE SCENARIOS FOR PROJECTED EARNINGS INCREASE You and your spouse have different opinions on what the average annual appreciation rate is likely to be. You think it will be 12%, while your spouse thinks it will be only 9.5%. You also differ on how much capital you should invest - you think you should invest $150,000 while your spouse thinks you should invest the entire inheritance. Create these two alternate scenarios, and a scenario summary that depicts the impact of the different projections on Total Annual Income and Final Portfolio Value. Rename the scenario summary sheet Projected Earnings Scenarios. DII: PICK STOCKS Use Solver to help you identify your best stock picks. First, make a copy of your PortfolioAllocation worksheet to B5 =Capital*((1+Appreciation) Period) 1 Initial Capital $ 175,000.00 Amount available for investment 2 Required Annual Income $ 2,500.00 Minimum annual income needed to cover investment expenses 3 Investment Period 10 Duration for which stocks are to be held 4 Appreciation Rate 8.00% Projected annual appreciation rate 5 fortfolio $ 377,811.87! Capital $200,000 $205,000 $210,000 $215,000 $220,000 $225,000 $230,000 $235,000 $240,000 $245,000 $250,000 $255,000 $260.000 $265,000 $270,000 $275,000 $280,000 $285,000 $290,000 $295,000 $300,000 $305,000 $310,000 $315,000 $320,000 $325,000 $330.000 $335,000 $340,000 $345,000 $350,000 Annual Income $ 2,944 $ 2,944 $ 3,304 $ 3,380 $ 3,380 $ 3,536 $ 3,720 $ 3,720 $ 3,796 $ 3,964 $ 3,964 $ 3.964 $ 3.964 $ 3,964 $ 4.040 $ 4,040 $ 4,556 $ 4,740 $ $ 4.984 $ 4,984 $ 4.984 $ 4,984 $ 4,984 $ 5,060 $ 5,060 $ 5,060 $ 5,216 $ 5,216 $ 5,644 $ 6,004 DEVELOPING A STOCK PORTFOLIO You and your spouse have inherited $350,000 and are making some decisions on how to use the inheritance. You wish to invest at least some of it so you can retire early. Yet, you both would like to spend some on travel and luxury purchases. You think you need $500,000 to retire. The more you invest now, the more income you are likely to earn for smaller outlays in the interim. The more you invest, the earlier you can retire. Currently, you and your spouse have set up a portfolio of five stocks, as depicted on the Portfolio Allocation sheet. This baseline allocation divides your investment amount equally among the five stocks. Of course, we would like to maximize our returns on our investment. Stepping through the analyses below will help with your decisions. I: SENSITIVITY ANALYSIS initial Capital outlays and Investment Period on Final Portfolio Value. The effects of initial Capital outlays should be considered from $200,000 to $350,000, in increments of $5000. Consider Investment Periods from 4 to 10 years in increments of 2. Create both data tables on the Budget sheet. On the first data table, use conditional formatting to highlight annual income values above $5,000, on the second, highlight portfolio values above $500,000. (See examples alongside.) II: ALTERNATE SCENARIOS FOR PROJECTED EARNINGS INCREASE You and your spouse have different opinions on what the average annual appreciation rate is likely to be. You think it will be 12%, while your spouse thinks it will be only 9.5%. You also differ on how much capital you should invest - you think you should invest $150,000 while your spouse thinks you should invest the entire inheritance. Create these two alternate scenarios, and a scenario summary that depicts the impact of the different projections on Total Annual Income and Final Portfolio Value. Rename the scenario summary sheet Projected Earnings Scenarios. DII: PICK STOCKS Use Solver to help you identify your best stock picks. First, make a copy of your PortfolioAllocation worksheet to B5 =Capital*((1+Appreciation) Period) 1 Initial Capital $ 175,000.00 Amount available for investment 2 Required Annual Income $ 2,500.00 Minimum annual income needed to cover investment expenses 3 Investment Period 10 Duration for which stocks are to be held 4 Appreciation Rate 8.00% Projected annual appreciation rate 5 fortfolio $ 377,811.87! Capital $200,000 $205,000 $210,000 $215,000 $220,000 $225,000 $230,000 $235,000 $240,000 $245,000 $250,000 $255,000 $260.000 $265,000 $270,000 $275,000 $280,000 $285,000 $290,000 $295,000 $300,000 $305,000 $310,000 $315,000 $320,000 $325,000 $330.000 $335,000 $340,000 $345,000 $350,000 Annual Income $ 2,944 $ 2,944 $ 3,304 $ 3,380 $ 3,380 $ 3,536 $ 3,720 $ 3,720 $ 3,796 $ 3,964 $ 3,964 $ 3.964 $ 3.964 $ 3,964 $ 4.040 $ 4,040 $ 4,556 $ 4,740 $ $ 4.984 $ 4,984 $ 4.984 $ 4,984 $ 4,984 $ 5,060 $ 5,060 $ 5,060 $ 5,216 $ 5,216 $ 5,644 $ 6,004