Respuesta :
Answer:
Return on Assets = 159.52%
Profit Margin = 11.75%
Asset Turnover Ratio = 1.36 times
Explanation:
The computation of return on assets, profit margin, and asset turnover ratios is shown below:-
a. Return on assets
Average Total Assets = Assets in the beginning + Assets at the end ÷ 2
= ($80 million + $88 million) ÷ 2
= $168 ÷ 2
= $84 million
Return on Assets = Annual Net Income ÷ Average Total assets
= $13.4 million ÷ $84 million
= $159.52 million
b. Profit Margin
Profit Margin = Net Income ÷ Net Sales
= $13.4 million ÷ $114 million
= 11.75%
c. Assets turnover ratio
Average Total Assets = Assets in the beginning + Assets at the end ÷ 2
= ($80 million + $88 million) ÷ 2
= $168 ÷ 2
= $84 million
Asset Turnover Ratio = Net Sales ÷ Average Total assets
= $114 million ÷ $84 million
= 1.36 times
Peyton's return on assets, profit margin, and asset turnover ratios are:
- Return on Assets 159.52%.
- Profit Margin 11.75%.
- Asset Turnover Ratio 1.36 times.
a. Return on assets
Average total assets= (Beginning assets + Ending assets)/2
Average total assets= ($80 million + $88 million)/2
Average total assets= $168 /2
Average total assets= $84 million
Return on Assets = Annual Net Income ÷ Average Total assets
Return on Assets = $13.4 million ÷ $84 million
Return on Assets = $159.52 million
b. Profit Margin
Profit Margin = Net Income ÷ Net Sales
Profit Margin= $13.4 million ÷ $114 million
Profit Margin= 11.75%
c. Assets turnover ratio
Average total assets =(Beginning assets + Ending assets)/2
Average total assets= ($80 million + $88 million) /2
Average total assets= $168 /2
Average total assets= $84 million
Asset Turnover Ratio = Net Sales ÷ Average Total assets
Asset Turnover Ratio= $114 million ÷ $84 million
Asset Turnover Ratio= 1.36 times
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