https://r2.erweima.ai/mathbot/image/1725716286301e81a532i.jpg

The table presents the results of an experiment involving a spring, where different loads (in grams) are suspended, and the extension (in cm) is recorded. Here's the data extracted from the image:

| Load (gm) | Extension (cm) |
|-----------|----------------|
| 50        | 9.7            |
| 100       | 14.5           |
| 150       | 18.7           |
| 200       | 22.7           |
| 250       | 26.9           |
| 300       | 31.1           |

This appears to be an experiment based on Hooke's Law, where the extension of a spring is directly proportional to the applied load, assuming the elastic limit is not exceeded.

Would you like me to calculate the spring constant (k) from this data using Hooke's Law, or would you like a further analysis?

### 5 Related Questions:
1. How is Hooke's Law applied to this experiment?
2. Can the spring constant be determined from the data provided?
3. What assumptions are made when applying Hooke's Law?
4. How does the material of the spring affect the proportionality constant?
5. What happens if the spring is stretched beyond its elastic limit?

**Tip:** The slope of the line in a load vs. extension graph gives the spring constant when using Hooke's Law.

The extension in length of a spiral spring when loads are suspended from it. The result of an experiment with a spiral spring is shown below (with loads and extensions provided in a table).

In this experiment, loads between 50g and 300g are suspended from a spring, and the corresponding extensions are recorded. The relationship between load and extension is analyzed using Hooke's Law to determine the spring constant. This tutorial covers Hooke's Law, proportionality, and linear relationships, suitable for Grades 9-12 physics students.

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