Help wanted with Finance worksheet
Sheet1
| Unit 6 Distinguished Scholar Template, Sample Data | ||||||||
| Risk Free rate, | Rf = 4.5% | |||||||
| Market Return rate, | Rm = 13% | |||||||
| Beta or risk, | β = .80 | |||||||
| Dividend today, | $ 1.60 | |||||||
| Dividend 6 years ago | $ 1.25 | |||||||
| Begin by calculating required return or RE (also referred to as r) | ||||||||
| Steps | Numbers | |||||||
| 1 | a % | 1) Let's find (r) = Rf + ( β * [Rm - Rf] ) | [Comes from the CAPM model] | |||||
| .045 + .80 (.13-.045) | Order of mathametical ops | |||||||
| .045 +[ (.80) * (.085)] | ||||||||
| .045 + [.068] = .113 | 0.113 | |||||||
| 2 | a % | 2) Next, find g or growth, a function of fx RATE [Nper, PV, and FV ] | 4.20% | |||||
| 3 | a $ | 3) D1 (1.60 x g) is based on today's dividend times g (growth rate) | $ 1.67 | |||||
| 4 | a $ | 4) Stock price model is | ||||||
| $ 1.67 | $ 1.67 | $ 23.52 | PRICE | |||||
| (0.113-.042) | 0.071 | |||||||
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