1. **Stating the problem:** We want to find the formula or method used to get the numbers 17, 32, 48, 60, and 64 from a total of 114. 2. **Understanding the problem:** These numbers appear to be parts or components that sum up to a total of 114. A common approach is to check if these numbers are percentages or proportions of the total. 3. **Formula used:** To find each number from the total, the formula is: $$\text{Number} = \text{Total} \times \text{Fraction or Percentage}$$ or conversely, to find the fraction or percentage: $$\text{Fraction} = \frac{\text{Number}}{\text{Total}}$$ 4. **Checking the given numbers:** Let's verify if these numbers sum to 114: $$17 + 32 + 48 + 60 + 64 = 221$$ Since 221 is greater than 114, these numbers do not sum to 114, so they might represent something else. 5. **Alternative interpretation:** If these numbers are results of applying a formula to 114, such as percentages or scaled values, we can check the ratios: $$\frac{17}{114} \approx 0.149, \quad \frac{32}{114} \approx 0.281, \quad \frac{48}{114} \approx 0.421, \quad \frac{60}{114} \approx 0.526, \quad \frac{64}{114} \approx 0.561$$ 6. **Conclusion:** The formula to get each number from the total 114 is: $$\text{Number} = 114 \times \text{Fraction}$$ where the fraction depends on the context or percentage you want to apply. If you provide more context, I can help identify the exact formula or method.