Answer:
The answer is letter D.
Explanation:
Charities. It’s important to note that sometimes private solutions to externalities do not work. For example, this occurs when one party repeatedly holds out for a better deal. This describes the problem of (transaction cost, breakdown in bargaining, property held in common)
Answer:
Projects E,F and G should NOT be considered.
Optimal Capital is $5,750,000
Explanation:
The accept-or-reject rule, using the IRR method, is to acceptthe project if its Internal Rate of Return (IRR) is higher than theWeighted Average Cost of Capital(k) [r>k]. The project shall berejected if its internal rate of return is e lower than theWeighted Average Cost of Capital cost of (r<k)
Accept if r>k
Reject if r<k
Mayaccept if r = k
If the Weighted Average Cost of Capitl (WACC) is less than IRRrate, then the project has positive NPV; if it is equal to IRR, theproject has a Zero NPV, and if it is greater than the IRR, theproject has negative NPV.
The projects should be accepted as the rate of return on theproject is higher than the WACC(10.8%) which means that theprojects will be profitable as the returns are higher than the costof the project (capital). Considering this projects E,F and G should NOT be considered.
And considering the sizes the Optimal Capital is $5,750,000 (the addition of sizes of all projects)
Answer:
PV(after-tax net return in 7th year) = 70.55 (Approx)
Explanation:
Given:
Number of year = 7
Pre-tax net returns (Fn) = $100
Growth rate = 4% = 0.04
Inflation = 3% = 0.03
Marginal tax rate = 30% = 0.3
Discount rate = 10% = 0.1
Computation:
Fn = Fo(1+g)ⁿ = 100(1.04)⁷
Fn = 131.6
Nominal net returns = 131.6(1.03)⁷
Nominal net returns = 161.85
After tax return = 161.85 (1 - 0.3)
After tax return = 113.30
After-tax, risk adjusted discount rate = 0.1(1-0.3) = 7%
PV(after-tax net return in 7th year) = 113.30
(1+0.07)⁻⁷
PV(after-tax net return in 7th year) = 70.55 (Approx)
The best answer for this question would be A. :)
