Cost allocation can occasionally result in favoritism, with one department receiving significantly more if cost managers care for it more.
This kind of bias can also lead to a number of related problems, like rivalries, competition for resources, and the expansion of departmental requirements and ideas.
What justifies the allocation of support costs?
The management can use the important data that cost allocation provides about how costs are used to make decisions. It helps determine whether the departments or products are profitable enough to justify the costs allocated by displaying the cost objects that account for the majority of the costs.
Which procedure is used to allocate costs to the support department?
There are three ways to divide costs for the support department: the direct, the reciprocal, and the step-down. The assumptions regarding how services provided by one support department are distributed to other support departments are the primary distinctions between the methods.
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First i would wait that my letter be approved and the i would choose my work team
Answer: $52,431.50
Explanation:
The liability reported will be the present value of the six payments of $11,000.
Since this is a constant amount, it will be an annuity:
= 11,000 * Present value interest factor of an annuity, 6 years, 7%
= 11,000 * 4.7665
= $52,431.50
<em>Any difference between this and any options given is down to rounding errors. Pick the closest figure. </em>
Answer:
$20,800,000
Explanation:
The formula and computation is shown below:
Value of the firm = {(Firm's current profits) × (1 + firm’s opportunity cost of funds)} ÷ (firm’s opportunity cost of funds - constant growth annual rate)
= {($400,000) × (1 + 0.06) ÷ (0.06 - 0.04)
= $424,000 ÷ 0.02
= $21,200,000
Hence, we recognized all the information which is mentioned in the question.
Answer:
$14,747,642
Explanation:
Data provided in the question
Issued amount = $15,000,000
Coupon rate = 7.8%
Time period = 20 years
Yield to maturity is 8%
So for computing the carrying value of the bonds
First we have to compute the discount amortization for 3 years which is shown below:
= ($15,000,000 - $14,703,108) ÷ 20 years × 3 years
= $44,533.80
So, the carrying value of the bonds
= $14,703,108 + $44,533.80
= $14,747,642
