QuestionDecember 17, 2025

Complete the trend analysis for sales for year 4 (Round to the nearest tenth percent): Note: Round your answer to the nearest tenth percent. Year 4 & Year 3 & Year 2 & Year 1 & (Base year) 1,854,232 & 1,342,650 & 865,798 & 822,457 & 822,457 Multiple Choice 112.3% 225.5% 200.5% 180.4%

Complete the trend analysis for sales for year 4 (Round to the nearest tenth percent): Note: Round your answer to the nearest tenth percent. Year 4 & Year 3 & Year 2 & Year 1 & (Base year) 1,854,232 & 1,342,650 & 865,798 & 822,457 & 822,457 Multiple Choice 112.3% 225.5% 200.5% 180.4%
Complete the trend analysis for sales for year 4 (Round to the nearest tenth percent): Note: Round your answer to the nearest tenth percent. Year 4 & Year 3 & Year 2 & Year 1 & (Base year) 1,854,232 & 1,342,650 & 865,798 & 822,457 & 822,457 Multiple Choice 112.3% 225.5% 200.5% 180.4%

Solution
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Answer

225.5% Explanation 1. Identify the base year value Base year (Year 1) sales = 822,457. 2. Apply trend analysis formula **Trend % = \frac{\text{Year X sales}}{\text{Base year sales}} \times 100** Year 4 sales = 1,854,232. Trend % = \frac{1,854,232}{822,457} \times 100. 3. Calculate the percentage \frac{1,854,232}{822,457} \approx 2.255 → 2.255 \times 100 = 225.5\%.

Explanation

1. Identify the base year value <br /> Base year (Year 1) sales = $822,457. <br /><br />2. Apply trend analysis formula <br /> **Trend % = \frac{\text{Year X sales}}{\text{Base year sales}} \times 100** <br />Year 4 sales = $1,854,232. <br />Trend % = $\frac{1,854,232}{822,457} \times 100$. <br /><br />3. Calculate the percentage <br /> $\frac{1,854,232}{822,457} \approx 2.255$ → $2.255 \times 100 = 225.5\%$.
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