Answer:
Instructions are below.
Explanation:
Giving the following information:
Variable cost:
Direct material= $0.50 per unit
Fixed cost:
Fixed overhead= $15,000
Total cost for 10,000 units:
Variable cost= 0.50*10,000= 5,000
Fixed costs= 15,000
Total cost= $20,000
Total cost for 15,000 units:
Variable cost= 0.50*15,000= 7,500
Fixed costs= 15,000
Total cost= $22,500
Answer:
Explanation:
Yield rate on unsecured bonds=12%
Yield rate on zero coupon bond=12%
Yield rate on 10% mortgage bonds=12%
Total debt value=10m+25m+20m=55m
Weight of unsecured bonds=10/55=0.182
Weight of zero coupon bonds=25/55=0.455
Weight of 10% mortgage bonds = 20/55= 0.363
Cost of debt=0.182*12+ 0.455*12+0.363*12=12%
Answer: See explanation
Explanation:
Based on the information provided in the question, the deficit in the 3rd year of college will be: = $32,150
The total debt that one owes in the 3rf year will then be the addition of the debts from the 1st to the 3rd year and this will be:
= $31,300 + $31,900 + $32,150
= $63,232
Answer:
The bonds after tax yield is given as Pre tax yield X (1-tax rate)
After Tax Yield = 9% X (1-0.36) = 9%X0.64=5.76%
Answer: 5.76%
Explanation:
The after-tax yield of any financial instrument such as a bond or even stock dividends is the effective yield after the applicable taxes have been paid. Higher the tax rate, lesser is the after-tax yield for the investor.
To calculate your after-tax yield, you need to know both the rate of return on your investment and the tax rate that applies to those profits. First, convert your tax rate that applies to the earnings to a decimal by dividing by 100. Second, subtract the result from 1 to calculate the portion of your earnings that you get to keep after you pay taxes on them. Third, multiply the result by the rate of return on the investment to calculate your after-tax yield.
For example, say that you want to calculate the after-tax rate of return on your certificate of deposit. If your rate of return is 3 percent and the tax rate applied to that interest is 24 percent, start by dividing 24 percent by 100 to get 0.24. Second, subtract 0.24 from 1 to get 0.76 – the portion that you get to keep after accounting for taxes. Finally, multiply 0.76 by your overall rate of return of 3 percent to find your after-tax yield is 2.28 percent.
Answer:
Helmut's basis at year-end is $3,900.
Explanation:
Beginning Basis = $2,000
Add: January 1 Liabilities at the rate of 10% = $20,000 × 10% = $2,000
Add: Increase in liabilities by the rate of 10% = $5,000 × 10% = $500
Less: Loss incurred at the rate of 10% = ($6,000 × 10%) = $600
Basis at the end of the year = $2,000 + $2,000 + $500 - $600
Basis at the end of the year = $3,900.
