Answer:
A
Explanation:
Seasons cycle, and therefore the menu with it
Answer:
2016: $300 million; 40%; $60 million
2017: $450 million; 60%; $90 million
Explanation:
Total costs:
= Costs incurred in 2016 + Costs incurred in 2017
= $240 + $360
= $600
In 2016:
Percent of total excepted costs:
= Costs incurred in 2016 ÷ Total costs
= $240 ÷ $600
= 0.4 or 40%
Revenue recognized:
= Percent of total excepted cost × Contract price
= 0.4 × $750 million
= $300 million
Income = Revenue recognized - Costs incurred in 2016
= $300 million - $240 million
= $60 million
In 2017:
Percent of total excepted costs:
= Costs incurred in 2017 ÷ Total costs
= $360 ÷ $600
= 0.6 or 60%
Revenue recognized:
= Percent of total excepted cost × Contract price
= 0.6 × $750 million
= $450 million
Income = Revenue recognized - Costs incurred in 2017
= $450 million - $360 million
= $90 million
The difference between the standard cost of a product and its actual cost is called a cost variance. Therefore the statement is true.
<h3>What is the objective of variance?</h3>
Changing across all of the pieces of information in a data set, variance is a measurement of distribution. It enables us to estimate how far away a set of factors are from each other.
To describe the variation or difference between the standard cost of a product and its actual cost the use of cost variance is done. It is utilized to estimate the financial performance of any project.
Therefore, the statement is True.
Learn more about Variance, here:
brainly.com/question/16269880
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Answer:
The appropriate solution is:
(a) $3150
(b) $4200
Explanation:
According to the question,
(a)
The exchange loss will be:
= 
= 
=
($)
(b)
The exchange loss will be:
= 
= 
=
($)
Answer:
d) $38,000 Debit balance.
Explanation:
Predetermined overhead rate = Estimated Total Overhead Costs / Estimated Direct Labor Costs
= $472000 / $2,360,000
= 0.2
= 20% of direct labor costs.
Applied overheads = (20%*Actual direct labor costs)
Applied overheads = 20% * $1,980,000
Applied overheads = $396,000
So, Overhead under-applied = $434,000 - $396,000 = $38,000 (Debit)