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14 May, 02:48

Hartley Psychiatric, Inc., needs to purchase office equipment for its 2,000 drive-in therapy centers nationwide. The total cost of the equipment is $2,000,000. It is estimated that the aftertax cash inflows from the project will be $210,000 annually forever. Hartley has a debt-to-value ratio of 60 percent. The firm's cost of equity is 13 percent and its pre-tax cost of debt is 8 percent. The tax rate is 34 percent. What is Hartley's weighted average cost of capital (WACC) ? A) 6.09 percentB) 8.37 percentC) 8.95 percentD) 9.05 percentE) 9.91 percent

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  1. 14 May, 04:56
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    None of the above

    The weighted average cost of capital is 10.8%

    Explanation:

    The formula for calculating the weighted average flotation costs is

    fA = fE x RE + fD x RD x (1-Tc)

    Where fA is the weighted average flotation cost

    fE is the flotation cost of equity = 8%

    fD is the flotation cost of debt = 2%

    RE is the cost of equity = 13%

    RD is the cost of debt = 8%

    Tc is the tax rate = 34%

    Substituting these values in the above equation, we get

    fA = 0.08 x 0.13 + 0.02 x 0.08 x (1-0.34)

    = 0.0104 + 0.001056

    = 0.11456 or 11.456%

    Therefore, the weighted average flotation cost are 11.456%

    Givent he debt-equity ratio is 60% or 0.6

    We know that Debt + Equity = 100% or 1.0

    The value of debt (D/V) = 0.6 / 1.60 = 0.375

    The value of equity (E/V) = 1 / 1.60 = 0.625

    Calculating the weighted average cost of capital

    WACC = (E/V) x RE + (D/V) x RD x (1 - Tc)

    = 0.625 x 0.13 + 0.375 x 0.08 x 0.66

    = 0.09282 + 0.0151

    = 0.10792 or 10.792%

    Therefore, the weighted average cost of capital is 10.8%
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