Answer:
- Model A12 = 4,354 units
-
Model B22 = 2,214 units
-
Model C124 = 812 units
Explanation:
We must first find the contribution margin for the 3 models:
A12: $51 - $41 = $10
B22: $109 - $80 = $29
C124: $403 - $321 = $82
Then we can solve the following equation:
0.59X(10) + 0.3X(29) + 0.11X(82) = $174,316
5,9X + 8.7X + 9.02X = $174,316
23.62X = $174,316
X = $174,316 / 23.62 = 7380
We need to sell the following quantities per model (final units have been rounded up):
Model A12 = 4,354 units (= 59% X 7,380)
Model B22 = 2,214 units (= 30% X 7,380)
Model C124 = 812 units (= 11% X 7,380)
Answer:
Taking an acting class and auditioning for a part in a television show
Answer: oxidation
combustion byproduct
road dust and dirt
moisture and acid.
Explanation:
One of the main cause of engine deposit is when one drives in areas whereby there are usually high temperature. In such scenarios, the excessive heat can lead to breakdown in the oil which results into engine deposits.
Other causes of engine deposit are oxidation, dust and dirts, the byproducts gotten from combustion etc.
Answer:
The amount of profit to be added to the cost of each unit = $112.83
Explanation:
<em>Profit is the difference between the selling price per unit and full cost per unit. To determine the the amount of profit to be added , we will divide the total return on invested capital by the number of units to be produced and sold. This is given below as follows:</em>
Target return = ROI (%) × Invested capital
= 19% × 569,512 = 108,207.28
Profit per unit = Total return/Number of units
= $108,207.28
/959 units
= $112.83 per unit
Selling price per unit = Full cost per unit + profit per unit
= 1,124 + 112.83 = 1,237.66 (this is not required anyway)
The amount of profit to be added to the cost of each unit = $112.83