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
Answer:
Expected withdrawal is $45,000 for 30 years = total of $1,350,000
You will be required to invest in $25.063 every year.
Explanation:
By applying the goal seek formula in excel to determine the annual invested fund, based on a compounded interest rate of 6% over a duration of up to a maximum of 25 years from Year 0, we can clearly see that Savings ought to be $25,063 for every year.
The future Value of each saved fund is derived and added to future value of each years subsequent saved fund to arrive at a total expectation of $1,350,000 expected value after 25 years (i.e. $45,000 annual withdrawal x 30 years of withdrawal)
This brings total savings to $626,572 for the entire 25 years
Kindly refer to the attachment for breakdown of workings.
Answer:
the contribution margin per unit for part A is $1,479,000
Explanation:
The computation of the contribution margin for part A is shown below:
Contribution margin per unit is
= $950 - $600 - $95
= $255
Now for contribution margin per unit for part A is
= 5,800 units × $255
= $1,479,000
Hence, the contribution margin per unit for part A is $1,479,000
Answer:
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