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Tom [10]
3 years ago
15

Firm X and Firm Y both sell the same products at the same price; both firms are the same size with identical sales levels; Firm

X has lower fixed costs and higher variable operating costs than Firm Y. Which firm has the greatest variability in its operating profits?
Business
1 answer:
Vika [28.1K]3 years ago
4 0

Answer:

The options are given below:

A. Firm X

B. Firm Y

C. Same variability of operating profits

D. It would depend on tax effect on taxable income

The correct option is B. Firm Y

Explanation:

This is because firm Y has a higher operating leverage than firm X.

<u>Operating Leverage</u> refers to a cost-accounting formula that measures the degree to which a firm can increase operating income by increasing revenue. Operating leverage actually boils down to the analysis of fixed costs and variable costs, and it is highest in companies that have a high fixed operating costs in comparison with variable operating costs. What this means is that this kind of company makes use of more fixed assets. On the other hand, operating leverage is lowest in companies that have a low fixed operating costs when compared with variable operating costs.

Companies with high operating leverage are capable of making more money from each additional sale if they do not have to incur more costs to produce more sales.

Therefore, from the scenario given above, we can conclude that firm Y has a higher operating leverage than firm X, because firm X has lower fixed costs than firm Y, and a higher variable cost than firm Y as well. Hence, firm Y has the potential to make more operating profits from its business activities.

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Identify the percent increase in total sales and the percent increase in sales of trench coats. Then find which percent of incre
geniusboy [140]

The percentage increase in the total sales for 2006 is 15% while the increase in sales of the trench coats is 23.3%; therefore the percentage increase in total sales of trench coats is 8.3% faster.

Computation:

1. The total amount of sales for 2006 and 2007:

\begin{aligned}\text{Sales of 2006}&=103+297+210+213+137\\&=960\end{aligned}

\begin{aligned}\text{Sales of 2007}&=127+223+210+285+259\\&=1104\end{aligned}

2. Now, the percentage increase will be determined for the total number of coats and trench coats:

For the total number of coats, the values used will be the total sales of 2006, and total sales of 2007.

\begin{aligned}\text{Percentage Increase}&=\dfrac{\text{Sales of 2007}-\text{Sales of 2006}}{\text{Sales of 2006}}\times100\\&=\dfrac{1104-960}{960}\times100\\&=15\%\end{aligned}

For the trench coats the values used will be the sale of trench coats in 2006 and 2007.

\begin{aligned}\text{Percentage Increase in Sale of Trench Coat}&=\dfrac{\text{Sales of 2007}-\text{Sales of 2006}}{\text{Sales of 2006}}\times100\\&=\dfrac{127-103}{103}\times100\\&=23.33\%\end{aligned}

3. Now, the  net percentage increase in sales due to the trench coats is computed as follows:

\begin{aligned}\text{Net Percentage Change}&=\text{\text{Percentage Increase in Trench Coat}-\text{Percentage Increase}}\\&=23.33\%-15\%\\&=8.3\%\end{aligned}

Therefore, the correct option is option B. Sales of trench coats increased 8. 3 percentage points faster than total coat sales.

To know more about percentages of increase in sales, refer to the link:

brainly.com/question/45525

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Answer:

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