Answer:
coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Explanation:
warrant per share = 2*75 = $150
price of the bond = 1000 - 150 - (1000/(1.05^40))
= $707.9543177
coupon*(1 -(1/(1.05^40)))/0.05 = 707.9543177
coupon*17.15908635 = 707.9543177
coupon = 41.25827583
coupon rate = 8.25%
Therefore, coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Answer:
Explanation:
Overhead allocated to Product X = Department A overhead cost+ Department B overhead cost
= $51,157.84+$5755.62=
= $56,913
Calculations:
Using a single-driver allocation system, with direct labor hours as the driver, how much overhead was allocated to Product X:
Department A's Overhead rate per labor hour = Overhead costs/Total direct labor hours = $4300000/60000 hours = $71.66 per hour
Overhead (Department A) = $71.66per hour*724 labor hours
= $51,157.84
Department B's Overhead rate per labor hour = Overhead costs/Total direct labor hours = $2200000/60000 hours = $36.66 per hour
Overhead (Department A) = $36.66 per hour*157 labor hours
= $5755.62
Answer:
15.20%
Explanation:
The computation of the M1 increase is shown below:
= (M1 End of the year 2011 - M1 end of the year 2010) ÷ M1 End of the year 2010
= ($2,311 billion - $2,006 billion) ÷ ($2,006 billion)
= 15.20%
Answer:
The correct answer is $24,500.
Explanation:
According to the scenario, the given data are as follows:
Total Account receivable = $100,000
Amount collected = $70,000
So, if there is sufficient taxable income, then assume tax rate to be 35%.
So, we can calculate the Gains tax by using following formula:
Gain tax = Amount collected × Tax rate
By putting the value, we get
Gain tax = $70,000 × 35%
= $24,500.
How much something cost is it's monetary value.