Answer:
$7.50 per direct labor hour
Explanation:
Calculation for the predetermined overhead allocation rate
Using this formula
Predetermined overhead allocation rate = Factory overhead/Direct labor hours
Let plug in the formula
Predetermined overhead allocation rate = $1,500,000/200,000 hours
Predetermined overhead allocation rate = $7.50 per direct labor hour
Therefore the predetermined overhead allocation rate is $7.50 per direct labor hour
The information that a manager or an owner can get by having an insight into the accounting information about accounts receivable and bad debts is how much amount of goods are sold to the consumers on credit and how much is the amount that the consumers are not able to pay for the goods that they had bought.
It will also help to decide how much of a provision is required to be kept in advance for bad debts. If a company has a high amount of accounts receivable but a small number of bad debts then it shows that the company is efficient in doing the credit sales and gives goods on credit only to those consumers who can give the debt back.
The manager or the owner can decide that they can do more credit sales as there is less chance of it becoming worse. If a company has a high amount of accounts receivable and a high amount of bad debts then it shows that the company is inefficient in doing the credit sales and gives goods on credit to consumers without a surety of getting the debt back.
The manager or the owner can decide that they cannot do more credit sales as there is more chance of it becoming worse.
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dude thats easy all u have to do is multiply 40 and 50
Answer:
Since the market value equals face value,coupon rate =yield is 75/1000=7.5%
That is 7.5% is before tax cost of floating the bonds
At tax rate of 30%,after tax cost of floating bond =7.5%*(1-30%)=5.25%
However,with a flotation cost of 2%,the before tax cost of flotation is calculated using below formula found in the explanation section.
((75+(1000-980)/25)/(980+1000)*2)=7.66%
Since tax rate remains 30%,the after tax cost of floating the bond with floating cost of 2% is: 7.66%*(1-30%)=5.36%
Explanation:
(Interest payment+((Par value-Net Proceds Value)/number of yr)/(Net Proceds+Par value)/2
Open market operations involve buying and selling securities to influence the money supply. The correct answer is C.
