Question

Charlie’s Furniture Store has been in business for several years. The firm's owners have described the store as a "high-price, high-service" operation that provides lots of assistance to its customers. Margin has averaged a relatively high 30% per year for several years, but turnover has been a relatively low 0.6 based on average total assets of $1,200,000. A discount furniture store is about to open in the area served by Charlie's, and management is considering lowering prices to compete effectively.

Required:

1. Calculate current sales and ROI for Charlie’s Furniture Store.
2. Assuming that the new strategy would reduce margin to 20%, and assuming that average total assets would stay the same, calculate the sales that would be required to have the same ROI as Charlie’s currently earns.
3. Suppose you presented the results of your analysis in parts a and b of this problem to Charlie, and he replied, “What are you telling me? If I reduce my prices as planned, then I have to increase my sales volume by 50% to earn the same return?” Given the results of your analysis, what is the actual amount of increase in sales required?
4. Now suppose Charlie says, “You know, I’m not convinced that lowering prices is my only option in staying competitive. What if I were to increase my marketing effort? I’m thinking about kicking off a new advertising campaign after conducting more extensive market research to better identify who my target customer groups are.” In general, explain to Charlie what the likely impact of a successful strategy of this nature would be on margin, turnover, and ROI.
5. What are the other alternative strategy that might help Charlie maintain the competitiveness of his business.

Answer 1

a. Computation of Current Sales and Return on Investment as follows:

The given information in the question as below:

Assets Turnover ratio = 0.6

Average Total Assets = $ 1,200,000

Assets Turnover Ratio = Current Sales / Average Total Assets

0.6  = Current Sales / $ 1,200,000

Current Sales = $ 1,200,000*0.6

Current Sales = $ 720,000

Return on Investment = Margin * Turnover ratio

= 30% * 0.6

Return on Investment = 16%

b. Computation of  sales that would be required to have the same ROI when margin reduces to 20%:

  Return on Investment = Margin * Turnover ratio

16%   = 20% * Turnover ratio

  Turnover ratio = 0.8

Turnover Ratio = Target Sales / Average Total Assets

0.8 = Target Sales / $ 1,200,000

Target Sales = $1,200,000*.0.8

Target Sales = $ 960,000

c.

The actual amount of increase in sales required = Target Sales - Current Sales

= $ 960,000 - $ 720,000

= $ 240,000