Answer: 4 containers
Explanation:
The formula used to get the number of containers that are needed will be:
N = DT(1+X)/C
where,
N = total containers
D = planned usage rate used by the work center = 111 parts per hour
T = average waiting time = 100 minutes = 100/60 hours = 1.67 hours
X = inefficiency factor = 0.21
C = capacity of standard container = 5 dozens = 5 × 12 = 60 parts
N = DT(1+X)/C
N = (111 × 1.67)(1 + 0.21)/60
N = (185.37 × 1.21)/60
N = 224.2977/60
N = 3.738
N = 4 approximately
4 containers will be needed
Answer: $2.33
Explanation:
The unit contribution margin that is required to attain the profit target will be calculated thus:
= (Fixed cost + Desired profit) / Estimated units
= ($225,000 + $125,000) / 150,000
= $350,000 / 150,000
= $2.33
Therefore, the unit contribution margin is $2.33
Answer:
Minimum Transfer Price is $3.50
Explanation:
The Minimum transfer price is calculated by adding the variable cost per unit with the opportunity cost. In this case where the clock division is not operating at full capacity then the opportunity cost would be considered as $0.
Moreover, the division would be able to avoid a $0.5 cost per clock. Therefore, the variable cost will be $3.50 ($4 - $0.5) after eliminating the $0.5.
Finally, the minimum transfer would as follows:
Minimum Transfer Price = Variable cost + Opportunity Cost
Minimum Transfer Price = $3.50 + $0
Minimum Transfer Price = $3.50
Answer: Lindsey's total investment in education is $18,000.
Since Lindsey's college will cost a total of $6000 per year for the next three years, her total investment in education will be
.
The $26000 per year that's given in the question is the value of Lindsey's earnings if she chose to work at the local mall. This is the gain Lindsey foregoes in each of the three years in order to learn, and represents her opportunity cost or alternate costs.
Answer:
Elton mayo should be the answer