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Select real years to replace the proforma years indicated as Y0, Y 1
- Select real years to replace the proforma years indicated as Y0, Y 1. You can select your years starting from the period 2012 up and including to the year 2020
2013-2018
- While the company’s earnings have grown by 15% in Y1 this growth is not expected to last. For Year 2 and 3 choose a rate from one of the following rates: 11% or 12% or13% or 14%
11%
- Choose a required equity rate from one of the following 6% or 7% or 8%
6%
- From Year 4 onwards the company’s earnings will grow at 1% below your chosen required equity rate.
5% after 4 years
- Choose your company’s dividend pay-out ratio by selecting either 20% or 30% or 40% of earnings
20%
- In your question you need to provide the discount values – do not ask your participant to determine these values using the PV formula is Excel.
your question using an abnormal earnings growth valuation
Prepare a complete solution showing all the calculations for your question
Expert Solution
| Particulars | 2012 | 2013 | 2014 | 2015 | 2016 | 2017 | 2018 |
| Time | Y0 | Y1 | Y2 | Y3 | Y4 | Y5 | Y6 |
| Earnings (Net Income) | E | 1.15E | 1.2765E | 1.416915E | 1.487761E | 1.562149E | 1.640256E |
| Dividends (Dividends payout ratio*earnings) | 0.2E | 0.23E | 0.2553E | 0.283383E | 0.2975522E | 0.3124298E | 0.3280512E |
| Free cash flow remaining after paying out dividends | 0.8E | 0.92E | 1.0212E | 1.133532E | 1.1902088E | 1.2497192E | 1.3122048E |
| Cost of equity (r) | 0.06 | 0.06 | 0.06 | 0.06 | 0.06 | 0.06 | 0.06 |
| Discount factor= 1/(1+r)^n | 0.943396226 | 0.88999644 | 0.839619283 | 0.792093663 | 0.747258173 | 0.70496054 | 0.665057114 |
| Present value | 0.754716981132075E | 0.818796724813101E | 0.857419211832587E | 0.89786351427752E | 0.889393253217102E | 0.88100272262984E | 0.872691136769375E |
| Sum of present value | 5.9718835446716E |
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