Answer:
C(T) = $730 + $25T
R(T) = $35T
T = 193 transactions
Explanation:
Given that:
C = cost ; R = revenue ; T = number of transactions
Amount paid per transaction = $25
Cost keeping office open = $730
Amount collected on each transaction = $35
(a) Find a formula that gives C as a function of T.
C(T) = Cost of keeping office open + (cost per transaction × number of transactions)
C(T) = $730 + $25T
(b) Find a formula that gives R as a function of T.
R(T) = (Amount collected per transaction * number of transactions)
R(T) = $35T
(c) Find the number of daily transactions that are needed to make the revenue $1200 more than the cost.
R = C + 1200
Substitute the value of R and C into the equation:
35T = 730 + 25T + 1200
35T - 25T = 730 + 1200
10T = 1930
T = 1930 / 10
T = 193 transactions
Answer:
A. $192,000
Explanation:
The computation of the labor related overhead cost is shown below:
= (Labor related overhead cost) ÷ (Total direct labor hours) × direct labor hours of X
= ($480,000) ÷ (16,000 hours + 24,000 hours) × 16,000 hours
= $192,000
hence, the correct option is A.
Answer:
d) $38,000 Debit balance.
Explanation:
Predetermined overhead rate = Estimated Total Overhead Costs / Estimated Direct Labor Costs
= $472000 / $2,360,000
= 0.2
= 20% of direct labor costs.
Applied overheads = (20%*Actual direct labor costs)
Applied overheads = 20% * $1,980,000
Applied overheads = $396,000
So, Overhead under-applied = $434,000 - $396,000 = $38,000 (Debit)
