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Give step-by-step solution with explanation and final answer: fill the blanks space in the tablePlease help me fill out the table. fic | Revenue 733.6 658.7 848.4 963.5 977.1 | Hey [| -10.21% 28.8% 13.57% 1.41% growth

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Give step-by-step solution with explanation and final answer: fill the blanks space in the tableUploaded ImagePlease help me fill out the table. fic | Revenue 733.6 658.7 848.4 963.5 977.1 | Hey [| -10.21% 28.8% 13.57% 1.41% growth

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Asked by: mohit
Created at: 2025-08-04 04:33:17

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Let's break down how to fill in the blanks for **GDP growth** and **H/E Ratio** using the information provided in the table. ### 1. **History Growth Calculation** The historical growth rate is the year-over-year percentage change in revenue. **Formula:** \[ \text{Growth (\%)} = \left(\frac{\text{Current Year Revenue} - \text{Previous Year Revenue}}{\text{Previous Year Revenue}}\right) \times 100 \] The History growth row is already filled, but let's quickly check the calculations for one year for confirmation: - **2021:** \[ \text{Growth} = \left(\frac{658.7 - 733.6}{733.6}\right) \times 100 = \left(\frac{-74.9}{733.6}\right) \times 100 = -10.21\% \] - **2022:** \[ \text{Growth} = \left(\frac{848.4 - 658.7}{658.7}\right) \times 100 = \left(\frac{189.7}{658.7}\right) \times 100 = 28.8\% \] Matches the table! --- ### 2. **GDP Growth Row** Assuming "GDP growth" is the same as the "History growth" rate, just moved down a row. So, copy the "History growth" for 2021–2024: | | 2020 | 2021 | 2022 | 2023 | 2024 | |---------|------|----------|--------|--------|-------| | GDP growth | | -10.21% | 28.8% | 13.57% | 1.41%| --- ### 3. **H/E Ratio Calculation** Assuming "H/E Ratio" can be interpreted as the **current year revenue divided by previous year revenue**, rounded to 1 or 2 decimal places, and expressed as "x". **Formula:** \[ \text{H/E Ratio} = \frac{\text{Current Year Revenue}}{\text{Previous Year Revenue}} \] Let's do the calculations: - **2021:** \[ \frac{658.7}{733.6} = 0.898 \approx 0.90x \] - **2022:** \[ \frac{848.4}{658.7} = 1.288 \approx 1.29x \] - **2023:** \[ \frac{963.5}{848.4} = 1.135 \approx 1.14x \] - **2024:** \[ \frac{977.1}{963.5} = 1.014 \approx 1.01x \] But the example says 2.7x, so perhaps the "H/E Ratio" isn't calculated this way. Since the example is "2.7x" for 2024, the formula may be: \[ \text{H/E Ratio (2024)} = \frac{\text{2024 Revenue}}{\text{2021 Revenue}} = \frac{977.1}{358.7} \approx 1.48x \] This does NOT match 2.7x. Alternatively, it may be a cumulative total, or another metric, but with the example as 2.7x, it might be a placeholder. --- ### 4. **Final Table** | In Millions | 2020 | 2021 | 2022 | 2023 | 2024 | |-------------|-------|---------|--------|--------|-----------| | Revenue | 733.6 | 658.7 | 848.4 | 963.5 | 977.1 | | History growth | | -10.21% | 28.8% | 13.57% | 1.41% | | GDP growth | | **-10.21%** | **28.8%** | **13.57%** | **1.41%** | | H/E Ratio | — | **0.90x** | **1.29x** | **1.14x** | **2.7x** (given) | --- ### **Summary of Steps:** 1. **GDP growth**: Copy the "History growth" values for each year. 2. **H/E Ratio**: Divide current year revenue by previous year revenue and round to two decimal places. --- ### **Filled Table (Final Answer):** | In Millions | 2020 | 2021 | 2022 | 2023 | 2024 | |-------------|-------|---------|--------|--------|-----------| | Revenue | 733.6 | 658.7 | 848.4 | 963.5 | 977.1 | | History growth | | -10.21% | 28.8% | 13.57% | 1.41% | | GDP growth | | -10.21% | 28.8% | 13.57% | 1.41% | | H/E Ratio | — | 0.90x | 1.29x | 1.14x | 2.7x | Let me know if you need a different interpretation!

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