Answer: b. Inspection time
Explanation: Overhead allocation is required under the rules of various accounting frameworks and is defined as the apportionment of indirect costs (costs used by multiple activities which cannot be assigned to specific cost objects) to produced goods. Overhead allocation is quite significant because often times, it is substantially greater than the direct cost of goods.
The time spent for inspection which is vital to controlling quality, reducing manufacturing costs, eliminating losses and assigning causes of defective work etc. would be the most accurate measure of activity to use for allocating the costs of inspecting finished products as it is included in manufacturing overhead.
Answer:
a. $3,780,000
Explanation:
According to the scenario, calculation of the given data are as follows
New equipment = $3,600,000
Shipping and installation = $180,000
We can calculate the total cost of Martson's new equipment by using following formula,
Total Cost = New equipment cost + Shipping and Installation cost
By putting the value, we get
Total Cost = $3,600,000 + $180,000
= $3,780,000
The probability that the first student dressed inappropriately for the football game will be the 10th student checked is <u>3.182%</u>.
<h3>What is probability?</h3>
Probability refers to the chance that an outcome occurs given the possibility of many outcomes.
As a measure, probability represents the ratio of the outcomes from a set of equally likely outcomes.
<h3>Data and Calculations:</h3>
Estimated proportion of students dressed inappropriately = 7%
Number of players for a football game = 22 (11 x 2)
Probability that the first one dressed inappropriately will be the 10th = 0.031818 (0.07 x 10/22).
Thus, the probability that the first student dressed inappropriately for the football game will be the 10th student checked is <u>3.182%</u>.
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Five is C four is C threes is B two is D one is C
Answer:
$23,000
Explanation:
current annual sales = 49,000 packs
Selling price of course packs = $14 each
variable cost per pack = $12
Earnings = $75,000
Contribution:
= current annual sales × (Selling price of course packs - variable cost per pack)
= 49,000 packs × ($14 - $12)
= 49,000 packs × $2
= $98,000
Fixed costs of producing the course packs:
= Contribution - Earnings
= $98,000 - $75,000
= $23,000