Answer:
Overhead= $6,000
Explanation:
Giving the following information:
Job 403:
Direct material= $40,000
Total manufacturing costs = $50,000
Boxer applies overhead at 150% of direct labor cost.
Total manufacturing costs= direct material + direct labor + allocated overhead
50,000= 40,000 + (direct labor + allocated overhead)
(direct labor + allocated overhead)= $10,000
<u>We know that overhead is 50% higher than direct labor. In 100%, direct labor would de 40% and overhead 60%.</u>
direct labor=10,000*0.4= $4,000
Overhead= 10,000*0.6= $6,000
Answer:
D) The supply of the output from the hydroelectric power plants to increase
Explanation:
The externality here is a negative one where the hydroelectric plants has to bear the cost of pollution as the paper mills operates.
Correcting means to make the paper mills pay for the external costs of their production and compensate the power plant for the additional cost that incurred as they have to clean up the water.
As the cost of production reduces, the power plant will be more willing to supply electricity at similar prices, ie. their supply curve will shift to the right. It will intersect with the demand curve of the consumers at a point with higher quantity (and maybe lower price)
In other words, they will supply more electricity.
Answer:
d. 44%
Explanation:
Calculation to determine what DTI ratio is
First step is to calculate the Debt
Using this formula
Debt = (Rent expense + Carr payment + Loan + Credit card payment) × Number of months in a year
Let plug in the formula
Debt =[($695 + $265 + $200 $160) × 12 months]
Debt= $1,320 × 12 months
Debt = $15,840
Now let calculate DTI ratio using this formula
Using this formula
Debt to income ratio = (Debt) ÷ (Income) × 100
Let plug in the formula
DTI ratio=[ ($15,840 ÷ $36,000) × 100]
DTI ratio=0.44*100
DTI ratio= 44%
Therefore DTI ratio is 44%
Answer:
Option B
Explanation:
Since the contract did not mentioned any thing about the retuning of containers that were not defective, it becomes the obligation of the buyer to pay the final delivery amount on the basis of Good-faith modification.
Hence, option B is correct