Answer: 709
Explanation:
selling price per unit will be:
= $75000/500
= $150
Variable cost per unit:
= $32000/500
= $64
Contribution margin per unit = $150 - $64 = $86
Number of units to be sold will now be:
= ($20000 + $41000) / $86
= $61000/$86
= 709
The break even units is 20,000 units
<u>Explanation:</u>
<u>Firstly, the break even units needds to be calculated and is as follows:</u>
Selling price per unit = $50.00
variable costs = $30.00
Contribution Margin per unit = $20.00
BEP units = Fixed cost by contribution margin per unit
Fixed overhead = $400000
Contribution margin = $20
BEP = 20000 units
where : BEP = Break even units
Therefore, the break even units will be at 20000 units.
As per the given options in the question, the option C is the correct option.
The answer to the question is D.998
Answer:
$247,300
Explanation:
Given that
Invested amount = Present value = $11,2000
Time = 10 years × 4 quarter = 40
The rate = 8% ÷ 4 = 2%
So, we have to applying the future value formula which is presented below:
Future value = Present value × (1 + interest rate)^ time period
= $112,000 × (1 + 0.02)^40
= $112,000 × 1.02^40
= $112,000 ×2.2080396636
= $247,300
Answer:
A) $21.50 per machine hour
B) $40.80 per direct labor hour
Explanation:
A) factory 1 overhead ⇒ on the basis of direct machine hours.
overhead rate factory 1 = estimated total overhead costs factory 1 / estimated machine hours
= $12,900,000 / 600,000 machine hours = $21.50 per machine hour
B) factory 2 overhead ⇒ on the basis of direct labor hours.
overhead rate factory 2 = estimated total overhead costs factory 1 / estimated labor hours
= $10,200,000 / 250,000 labor hours = $40.80 per direct labor hour
