Answer:
The correct answer is letter "A": Agency Problem.
Explanation:
An Agency Problem occurs when a conflict of interest arises for an agent, a person acting on behalf of another person. The conflict of interest arises when the agent's own interests are different from those of the principal or the person being acted for. In the corporate world, the <em>Chief Executive Officer</em> (CEO) is an agent acting for the owners of the company: the <em>stockholders</em>.
Answer:
$1,088.12
Explanation:
The formula for calculating monthly repayments is as below.
M= P x <u> r </u>
1 − (1+r)−^n
where p is the loan amount = $220,000
r = 4.3per cent or 0.043 % interest rate per year,
on monthly basis r will be 0.043/12=0.00358%
n = 30 year, which is 30 x 12 months= 360 months
M= $220,000 x <u> 0.00358 </u>
1 - (1+0.00358 ) ^ - 360
M=$220,000 x<u> 0.00358 </u>
1- 0.2762
M = $220,000 x (0.00358 /0.7238)
M = $220,000 x 0.0049461
M = 1,088.12
Monthly payments will be $1,088.12
Answer:
INCREMENTAL cost allocation method
Explanation:
Incremental cost allocation method is the ranking of individual users of the cost object in such a way that the order of users most responsible for the common cost and then uses its ranking to allocate cost among those users. So they'd be ranked from primary user to first incremental user to second incremental user and so on until the cost have been assigned to all users. It requires one user to be seen as the primary user/party and other users to be seen as incremental user/party.
Answer:
$8,460
Explanation:
The computation of product margin for product F60N is shown below:-
Total overhead cost = ($1,372,578 × 1,200 ÷ 61,800) + ($63,235 × 78 ÷ 2,010) + ($151,316 × 34 ÷ 2,090)
= $26,652 + $2,454 + $2,462
= $31,568
Per unit overhead cost = $31,568 ÷ 600
= $52.61
Per unit cost = Direct material + Direct labor + Overhead cost
= $49.55 + $12.44 + $52.61
= $114.60
Finally
product margin for product F60N is = (Selling price - Per unit Cost) × Number of units sold
= ($128.70 - $114.60) × 600
= $14.1 × 600
= $8,460
