Hello, could someone help me solve these 3 valuation problems? Many thankss before

6. An analyst produces the following series of annual dividend forecasts for company D: Expected dividend (end of) year t+1 = 10; Expected dividend (end of) year t+2 = 20; Expected dividend (end of) year t+3 = 10. The analyst further expects that company D's dividends will grow indefinitely at a rate of 2 percent after year +3. Company D's cost of equity equals 10 percent. Under these assumptions, the analyst's estimate of company D's equity value at the end of year t is A. 128.93 B. X 120.22 ? C. X 108.26 D. x 36.36 An analyst produces the following set of forecasts for company : Yeart+1 Yeart 2 Yeart+3 Net profit 100 120 560 Ending book value of net assets 1,030 1,060 1,000 Ending book value of net debt 720 740 800 At the end of yeart, company e's book values of net assets and net debt are 1,000 and 700, respectively. The analyst expects that after year t+3, company E will reach a competitive equilibrium, i.e. will earn zero abnormal earnings. Company E's cost of equity is 10 percent under these assumptions, the analyst's estimate of company E's equity value at the end of yeartis 7 A. ? 307.96 B. ? 443.20 C. 458.23 D. ? 507.96 An analyst produces the following set of forecasts for company F: Year 1-1 Year 1-2 Yeart+3 Net profit 100 100 100 Dividend payout ratio 50% 50% 50% At the end of yeart, the book value of company F's equity is tsoo. Company F has no debt and its cost of equity is 10 percent. The analyst expects that in and after year +4, company will earn abnormal earnings on the sales it had in year t+3, but eam zero abnormal earnings on incremental sales beyond that level. Under these assumptions, the analyst's estimate of company F's equity value at the end of yeartis 8. A. ? 142.75 B. ? 385.90 C. ? 413.22 D. ? 512.70