The weighted average cost of capital (WACC) for ABC Limited is 12.63%
The weighted average cost of capital(WACC) of a firm is the average cost of finance incurred by the firm on all its sources of finance.
It is determined as the sum of the cost of each source of finance multiplied by their respective weights in the firm's capital structure.
By weights, I mean the percentage of funding each source contributes to the total finance available at the firm's disposal.
WACC=(weight of equity*cost of equity)+(weight of mezzanine finance*cost of mezzanine finance)+(weight of debt*cost of debt)
weight of equity=equity finance/total finance
cost of equity=15%
weight of mezzanine finance=mezzanine finance/total finance
cost of mezzanine finance=9.5%
weight of debt of finance=debt finance/total finance
total finance=$5m+$2m+$1m
total finance=$8m
WACC=($5/$8*15%)+($2/$8*9.5%)+($1/$8*7%)
WACC=12.63%
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Answer:
left by 30 billons
then right by 40 billons
Explanation:
the aggregate demand curve will move to the left as the consumption of the economy will fall as the household are less wealthy than before.
Then, as the interest rate fall the aggregate demand curve will move to the right as the investing increase as now more projects are profitable.
<em>Calculations:</em>
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5 billon for every point of wealth:
6 points x 5 billon = 30 billons
20 billion of inventing per 1% of interest rate decrease
2 points x 20 billions = 40 billons
Answer:
We should select Project A as it has a higher expected value of 10,800 compared to Project B's expected value of 9,000.
Explanation:
We need to find the expected value of both the projects, using the formula
Expected value of project A= (probability of loss * value of loss)+(probability of gain* value of gain)
Expected value of project A= (0.40*-3,000)+(0.60*20,000)
=-1200+12,000=10,800
Expected value of project A= 10,800
Expected Value of project B= (probability of loss * value of loss)+(probability of gain* value of gain)
=(0.30*-5,000) +(0.70*15,000)=-1500+10,500=9,000
Answer:
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