Assuming a company has the below unlevered free cash flow, what is the present value of the terminal value assuming 15.0% discount rate and a 3.0% perpetuity rate? Cash flow for years 1-5 are - $125, $150, $165, $180 and $200.
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terminal value = 6th year cash flow/(required rate - perpetuity rate) | |||
6th year cash flow = 5th year cash flow *(1+perpetuity rate) | |||
6th year cash flow = | =200*103% | ||
6th year cash flow = | 206 | ||
Therefore terminal value = | =206/(15%-3%) | ||
Therefore terminal value = | 1,716.67 | ||
present value of terminal value = | =1716.67/(1.15)^5 | ||
present value of terminal value = | 853.49 |
Assuming a company has the below unlevered free cash flow, what is the present value of...
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