Answer:
The amount of manufacturing overhead cost that would have been applied to all jobs during the period is $279,720
Explanation:
The computation of the amount of manufacturing overhead is shown below:
= Predetermined overhead rate per direct labor-hour × total direct labor-hours
= $22.20 × 12,600 direct labors
= $279,720
Since the predetermined overhead rate is already given in the question, so there is no need to recalculate it and the other items which are mentioned are not relevant for the computation part. Hence, ignored it
Answer: decrease ; less saving
Explanation:As people attempt to save more, the result is both a decline in output and unchanged saving. Although people want to save more at a given level of income, their income decreases by an amount such that their saving is unchanged. As people save more at their initial level of income, they decrease their consumption. But this decreased consumption decreases demand, which decreases production. A change in autonomous spending has a different effect on output than the actual change in autonomous spending.
Answer:
C. No, it will increase cost by $100.
Explanation:
Z Corp. can make three individual deliveries to three different customers at a cost of $500 each
Given that:
Cost of shipment = $1300
Cost of each delivery = $500
Stop of charge = $100 per stop
Total cost if for individual delivery to three different customers = 3($500) = $1500
Since they are three different customers, the total stop charge = 3($100)
cost for consolidating them into one shipment= $1300 + 3($100) = $1300 + $300 = $1600
Therefore there is an increase in cost of $1600 - $1500 = $100
Answer:
0.25
Explanation:
The marginal rate of technical substitution (MRTS) can be described as the rate of a reduction is one factor to maintain the same production level when another factor is increased.
Given that labor is measured on the horizontal axis, the MRST of K for L can be calculated as follows:
Where;
MPK = Marginal product of capital = 2
MPL = Marginal product of labor = 8
Substituting the values into the equation, we have:
This implies that 0.25 of capital must be given up to have one unit of labor.
