Answer:
$160,637.40
Explanation:
Calculation for the applied manufacturing overhead for the year
First step is to find the Predetermined overhead rate using this formula
Predetermined overhead rate=Estimated manufacturing overhead÷Estimated machine-hours
Let plug in formula
Predetermined overhead rate=157,150÷4,520
Predetermined overhead rate= 34.77
Last step is to calculate for the Applied Manufacturing overhead for the year using this formula
Applied manufacturing overhead for the year = Actual machine-hours*Predetermined overhead rate
Let plug in the formula
Applied manufacturing overhead for the year=
4,620*34.77
Applied manufacturing overhead for the year=$160,637.40
Therefore the applied manufacturing overhead for the year is closest to:$160,637.40
Answer:
Option A (localization strategy) is the right approach.
Explanation:
- Localization strategy seems to be a method of transforming services or products to something like a unique language, culture as well as the appropriate "look-and-feel" community.
- Preferably a good or product is designed such that it is fairly sufficient to accomplish this strategy. And it is, therefore, possible to obtain an internationalized products.
Certain options given aren't relevant to the contexts in question. So choice A is indeed the correct way to do things.
The steps for finding the EOQ in a quantity discount model with variable H are:
- The optimal point is the quantity that yields the lowest cost
- Start with the lowest price
- If the minimum point is feasible
- Otherwise, compare total costs
What is the Economic Order Quantity(EOQ)?
The Economic Order Quantity is the ideal quantity of units a company should purchase to meet demand while minimizing inventory, costs such as holding costs, shortage costs, and order costs.
The economic order quantity formula assumes that demand, ordering and holding costs all remain constant.
Learn more about Economic Order Quantity here:
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Answer:
b.how costs react to changes in activity level
Explanation:
Cost behavior analysis is the study of how operating cost varies with changes in production level. Management uses mathematical functions to understand how costs change relate to activity level. The costs in reference include fixed, variable, and mixed costs incurred in the manufacturing process.
Understanding cost behavior helps management in controlling and planning business costs. The analysis is useful in determining the cost, profit, volume relationship, including break-even points.
