Answer:
The profit margin earned if each unit requires two machine-hours is 25%
Explanation:
For computing the profit margin, first, we have to compute the estimated overhead rate per unit which is shown below:
Estimated Overhead rate = (Estimated manufacturing overhead costs) ÷ (estimated machine hours)
= ($240,000) ÷ (40,000 machine hours)
= $6
Now the profit per margin would equal to
= Selling price per unit - direct cost per unit - overhead cost per unit × number of required machine hours
= $20 - $3 - $6 × 2
= $5
Now the profit margin would equal to
= (Profit per unit) ÷ (selling price per unit) × 00
= ($5 ÷ $20) × 100
= 25%
Answer:
it might be B but I'm not sure
Answer:
The correct answer is:
$4 (D.)
Explanation:
From the question, we are told that:
the price of halvah (MUH)= $12
the price of pomegranates (MUP)= ????
Next, we are also told that the optimal consumption ratio of MUH to MUP = 3
This means that the Mauginal Utility of halvah (H) to the marginal utility of pomegranates (P) = 3
MUH/MUP = 3
12/MUP = 3
MUP = 
MUP = $4
Answer:
a. $29,496
b. $21,996
Explanation:
a. The Computation of budgeted marketing expense for the fourth quarter is shown below:-
Sales units 2,640
(2400 × 110%)
Variable marketing expenses per unit sold $0.15
Total Variable marketing expenses $396
Fixed Marketing expenses $18,000
Salaries ($6,000 × 3)
Depreciation ($2,500 × 3) $7,500
Insurance ($1,200 × 3) $3,600
Total Fixed marketing expenses $29,100
Budgeted marketing expense
for the fourth quarter $29,496
b. Estimated cash payment for marketing expenses for the fourth quarter = Budgeted marketing expense for the fourth quarter - Depreciation
= $29,496 - $$7500
= $21,996
