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Midland Energy Resources

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1.) How does Midland determine that shares are undervalues? Midland Energy Resources determine that the shares are undervalued with a comparing from the intrinsic value of the shares and the actual stock price. The intrinsic value can be computed with the fundamental value of the enterprise minus the market value of debts divided per the number of shares outstanding. For calculate the fundamental value of the enterprise, Midland Energy Resources has to sum up all discounted future net cash flows of the firm. The discount factor can be calculated with the WACC formula. (The calculation of the WACC formula is done in question 3) In this case we would choose a time horizon from 10 years, regarding to the data quality and the uncertainty of …show more content…

So we get the equity beta of 1.33. 4.) Compute the WACC for the E&P division. What causes it to differ from your answer to part 3? The result for the WACC of the Exploration & Production division is 8.04%. For this calculation we have to compute different variables. Debt to firm value ratio: The debt to firm value ratio is 46%. This information we find in table 1. Equity to firm value ratio: Again we know that the equity plus the debt is equal to the firm value. Therefore the equity to firm value is 54%. (1-0.46) Cost of debt (rd): The cost of debt is the sum of the 10 years risk free rate of 4.66% plus the spread of the E+P division (given in table 1) of 1.60%. This leads to a Cost of debt of 6.26%. Again we assume that the U.S. Treasury bonds are risk free. As in question 3 we find the spread in table 1. Tax rate (t): For the tax rate we took the average tax rate from 2004-2006. The tax rate is 39.7%. Cost of equity (re): For this variable we take again the same risk free rate (4.66%) plus the equity market risk premium (5%) multiplied by the equity Beta of the E & P division (1.40). The beta we calculate with the comparables. The average equity beta in this industry is 1.15 and the average D/E ratio is 39.8%. With these information and the same formula as in question 3 we compute the asset beta

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