The answer & explanation for this question is given in the attachment below.
Answer:
$1,650,000
Explanation:
Preparation of the lower portion of the 2021 income statement .
2021 Income from continuing operations before income taxes5,800,000
Income tax expense(1,450,000)
($5,800,000 × 25 %)
Income from continuing operations4,350,000
Discontinued operations:
Loss from operations of discontinued component(3,600,000)
Income tax benefit 900,000
(25*3,600,000)
Loss on discontinued operations(2,700,000)
Net income$1,650,000
(4,350,000-2,700,000)
Therefore the the lower portion of the 2021 income statement is $1,650,000
Answer:
c
Explanation:
if it was never in stock its misleading and a fraud
Answer:
1. Available to finance expenditure of the current period
Explanation:
Government Accounting is concerned with propriety i.e judicious use of resources and allocation of government funds so as to ensure efficient performance of government entities.
Efficiency refers to input/output ratio whereas effectiveness refers to achievement of government programs.
Government requires funds for allocation to various projects which require sanctioning by an authority.
In the same context, the concept of "available" refers to the availability of funds to meet the current period expenditure and liabilities.
Answer:
Variable overhead efficiency variance = $2,212unfavorable
Explanation:
variable overhead efficiency variance: Variable overhead efficiency variance aims to determine whether or not their exist savings or extra cost incurred on variable overhead as a result of workers being faster or slower that expected.
Since the variable overhead is charged using labour hours, any amount by which the actual labour hours differ from the standard allowable hours would result in a variance
Hours
5,400 units should have taken (5,400×3.8 hours) 20,520
but did take <u> 20,800</u>
Labour hours variance 280 unfavorable
Standard variable overhead rate × <u>$ 7.90</u> per hour
Variable overhead efficiency variance $2,212 unfavorable
Variable overhead efficiency variance = $2,212unfavorable
