Answer:
C. $294
Explanation:
The computation of the company's target full - product cost per unit is shown below:
= Target sale price - target sale price × net profit margin
= $420 - $420 × 30%
= $420 - $126
= $294
Simply we deduct the targeted net profit from the targeted sales price so that the accurate target full - product cost per unit can come.
The correct answer here would be
B.)<span>Since the new branch is adding expenses, Sam's gross profit margin will go down.
It states in the question Sam has the same amount of customers he did when he had a smaller business. This leads me to believe, for the time being, his profit will decrease after he pays the expenses of his new building wing and employees. </span>
Answer:
Explanation:
Base on the scenario been describe in the question, the algorithm that describe professor Dumbledore’s problem, or correctly
reports that there is no valid assignment whose total cost is finite is written as follows; Dumbledore needs to assign instructors to committees so that (1) each committee is full, (3) no
instructor is assigned to more than three committees, (2) only suitable and willing instructors
are assigned to each committee, and (4) the total cost of the assignment is as small as possible.
Describe and analyze an efficient algorithm that either solves Dumbledore’s problem, or correctly
reports that there is no valid assignment whose total cost is finite
.
Answer:
$7,750
Explanation:
The computation of the net income for the first year is shown below:
but before that following calculations needed
The Cost of production is
= Direct material + Direct labor + Manufacturing overhead
= $11,625 + $11,000 + $10,000
= $32,625
The Unit product cost is
= $32,625 ÷ 7,250 units
= $4.50 per unit
Now
Cost of goods sold = Number of units sold × cost per unit
= 4,500 units × $4.50
= $20,250
And, finally
Net Income = Sales revenue - COGS - general, selling, and administrative expenses
= (4,500 units × $7) - $20,250 - $3,500
= $7,750
Answer:
c.
Explanation:
the product is a "me-too" and contains no new technology or points of difference
Price skimming is a pricing strategy in which a marketer sets a relatively high initial price for a product or service at first, then lowers the price over time
