Answer:
$2,400 U
Explanation:
Labor efficiency variance is a financial metric that assesses a company’s ability to efficiently use labor per the expectations. The variance is worked out as the difference between the actual labor hours utilized and the standard amount that ought to have been used, multiplied by the standard labor rate.
In Clark Manufacturing:
It is given that:
Number of hours required to produce one product = 2 hours
Standard Labor rate(SLR) per hour = $12
Actual Labor rate(ALR) per hour = $12.20
Units of products produced = 2000
Number of hours required(SLH) to produce 2000 units = 4,000 hours
Actual Labor Hours(ALH) used =4,200 hours
Labor Efficiency Variance =(ALH - SLH) *SLR
= (4200-4000) *12
200*12 = $2,400 U
U means unfavorable. This variance is unfavorable because the labor cost exceeded the standard or budgeted labor cost.
Answer:
Individuals are the only judge of their own utility. In general, greater consumption of a good brings higher total utility. However, the additional utility received from each unit of greater consumption tends to decline in a pattern of diminishing marginal utility.
The answer is D because 4 hours working on problems are 0 hours of reading
Answer:
According to studies of human decision-making, the most likely is:
c. After reading the article, all members of the group oppose capital punishment.
Explanation:
The article, provided for reading by supporters and opposers, will likely sway the 40% of the group, who are initially supportive of capital punishment, to now oppose capital punishment,especially if the article critically opposes capital punishment. There is no way majority of the group will support capital punishment. Therefore, options a and b are incorrect. For option d, after reading the article, the opinions of some opposers and supporters may shift either way. They will not remain the same as before. This rules out option d, leaving only option c as the correct option.
Answer:
Correct answer is D.
$4375
Explanation:
Amortization of actuarial gain or losses = Net actuarial gain/remaining service life
= 87500/20
Amortization of actuarial gain = $4375