Return on total assets ratio: net income/ average total assets 21,331/(321,195+225,248)/2= 0.07807= 7.8% (2020 year) 11588/(162,648+225,248)/2= 0.059= 6.0% (2019 year) Write financial analysis report.

FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
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Return on total assets ratio: net income/ average total assets

21,331/(321,195+225,248)/2= 0.07807= 7.8% (2020 year)

11588/(162,648+225,248)/2= 0.059= 6.0% (2019 year)

Write financial analysis report. 

**Title: Understanding the Return on Total Assets Ratio**

---

**Return on Total Assets Ratio Formula:**

\[
\text{Return on Total Assets Ratio} = \frac{\text{Net Income}}{\text{Average Total Assets}}
\]

---

**Calculation Breakdown:**

1. **Net Income:** $11,588

2. **Total Assets:**
   - Year 1: $225,248
   - Year 2: $162,648

   \[
   \text{Average Total Assets} = \frac{(225,248 + 162,648)}{2} = 193,948
   \]

   **Return Calculation:**

   \[
   \frac{11,588}{193,948} \approx 0.05974
   \]

   Converted to percentage: **6.0%**

3. **Alternative Example:**

   - Net Income: $21,331
   - Total Assets:
     - Year 1: $321,195
     - Year 2: $225,248

     \[
     \text{Average Total Assets} = \frac{(321,195 + 225,248)}{2} = 273,221.5
     \]

   **Return Calculation:**

   \[
   \frac{21,331}{273,221.5} \approx 0.07807
   \]

   Converted to percentage: **7.8%**

---

**Summary:**

The Return on Total Assets Ratio is a metric used to assess a company's ability to generate earnings from its assets. The higher the percentage, the more efficiently a company is using its assets to produce net income. In the examples above, the calculated ratios indicate different levels of asset efficiency.
Transcribed Image Text:**Title: Understanding the Return on Total Assets Ratio** --- **Return on Total Assets Ratio Formula:** \[ \text{Return on Total Assets Ratio} = \frac{\text{Net Income}}{\text{Average Total Assets}} \] --- **Calculation Breakdown:** 1. **Net Income:** $11,588 2. **Total Assets:** - Year 1: $225,248 - Year 2: $162,648 \[ \text{Average Total Assets} = \frac{(225,248 + 162,648)}{2} = 193,948 \] **Return Calculation:** \[ \frac{11,588}{193,948} \approx 0.05974 \] Converted to percentage: **6.0%** 3. **Alternative Example:** - Net Income: $21,331 - Total Assets: - Year 1: $321,195 - Year 2: $225,248 \[ \text{Average Total Assets} = \frac{(321,195 + 225,248)}{2} = 273,221.5 \] **Return Calculation:** \[ \frac{21,331}{273,221.5} \approx 0.07807 \] Converted to percentage: **7.8%** --- **Summary:** The Return on Total Assets Ratio is a metric used to assess a company's ability to generate earnings from its assets. The higher the percentage, the more efficiently a company is using its assets to produce net income. In the examples above, the calculated ratios indicate different levels of asset efficiency.
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