Answer: $33.19 million
Explanation:
From the question, we are informed that the current market value of the assets of ABCD is $86.28 million and that the call option value on the firm's assets is $53.09 million.
The market value of the firm's debt will be the difference between the market value of assets and the call option value of the firm's assets. This will be:
= $86.28m - $53.09m
= $33.19 million
Answer:
13.86%
Explanation:
34% was invested into stock X with an expected return of 11%
22% was invested into stock Y with an expected return of 18%
44% was invested into stock Z with an expected return of 14%
The expected return on the portfolio can be calculated using the formula below
Expected return= Sum of ( weight of stock×return of stock)
= (0.34×11%)+(0.22×18%)+(0.44×14%)
= 3.74+3.96+6.16
= 13.86%
Hence the expected return on the portfolio is 13.86%
Answer:
775 units
Explanation:
By forecast,
June sales = 400 units
July sales = 700 units
if ending inventory equal to 125% of next month's sales
Then June's ending inventory = 125% × 700
= 875 units
May's ending inventory = 125% × 400
= 500 units
Opening inventory + production - sales = closing inventory
Using the formula above, where p = production
500 + p - 400 = 875
p = 875 - 100
p = 775
Production required for June is 775 units.
The question is incomplete. However, it is about the calculation of after-tax cost of payment
Answer:
After-tax cost = payment*(1-0.37)
Explanation:
The after-tax cost is the net cost after the deduction of the amount of tax from the actual payment. In most cases, the value of the tax deduction is determined by multiplying the marginal tax rate with the payment. Then, the magnitude of the after-tax cost can be estimated by subtracting the payment from the tax deduction.
