1. The problem is to find the reciprocal (1 divided by each value) of each number in the given list. 2. The formula to find the reciprocal of a number $x$ is: $$\text{reciprocal} = \frac{1}{x}$$ 3. We apply this formula to each value in the list. 4. For example, for the first value 9.956: $$\frac{1}{9.956} \approx 0.10044$$ 5. Similarly, for the second value 9.912: $$\frac{1}{9.912} \approx 0.10089$$ 6. This process is repeated for all values in the list. 7. The reciprocals of the first 10 values are approximately: - 0.10044 - 0.10089 - 0.10135 - 0.10181 - 0.10226 - 0.10272 - 0.10318 - 0.10365 - 0.10412 - 0.10459 8. This method can be applied to the entire list to get all reciprocals. Final answer: The reciprocal of each value $x$ is $\frac{1}{x}$, calculated individually for each number in the list.