Answer:
Amortized to pension expense $21,600
Explanation:
Compututation of Indigo’s minimum amortization of the actuarial loss
Amortization
Projected benefit obligation($3,386,000)
Plan assets $3,617,000
Corridor percentage10%
Corridor amount $361,700
Accumulated loss $528,020
Excess loss subject to amortization $166,320
($361,700- $528,020)
Average remaining service 7.70
Amortized to pension expense $21,600
($166,320÷7.70)
Therefore the Minimum amortization of the actuarial loss will be $21,600
Answer:
The correct answer is 7,020 units.
Explanation:
According to the scenario, the computation of the given data are as follows:
Fixed cost = $117,000
Selling price = $51
Variable cost = $26
Pretax income to earn = 50% of fixed cost
So, Pretax income = 50% × $117,000 = $58,500
So, we can calculate the units required by using following formula:
Units required = (Total fixed costs + Pretax income) ÷ (Selling price - variable cost)
= ($117,000 + $58,500) ÷ ( $51 - $26)
= 7,020 units.
Companies may try to lower their labor costs by laying off higher paid workers.
Typically the higher paid workers will be professionals who have worked their way up over time and tend to be older, while younger workers fresh out of school and looking for their first jobs will be more willing to take lower salaries.
Answer:
D) has sunk costs of $6,000
Explanation:
Sunk cost is a cost which does not effect the financial decision, as this cost has already been incurred, and now it cannot be revoked.
Here maintenance cost is a regular expense which has to be incurred, and its not the cost which has already been incurred, same applies for operating cost.
Two years ago firm had spent $6,000 upgrading the equipment which was incurred earlier and now that cost cannot be revoked, further it will not lay any impact on any of the decisions made by the financial management.
Further amount to be spend of $5,000 has yet to be incurred and the decision to incur such cost can also be avoided, therefore it is not a sunk cost.
In this scenario D) has sunk sunk cost of $6,000
Answer:
$36,500
Explanation:
Calculation for manufacturing overhead
Direct labor = $20,405
The Total manufacturing cost = $73,600
Prime cost = Direct labour cost ÷0.55
Prime cost = $20,405 ÷ 0.55 =
Prime cost = $37,100
Using this formula for Tot Manufacturing cost
Total manufacturing cost = Prime cost + Manufacturing overhead cost
$73,600 = $37,100 + Manufacturing overhead cost
Manufacturing overhead cost = $36,500
Therefore tthe manufacturing overhead was:$36,500
