https://file.aiquickdraw.com/mathbot/file/1725417223703hdvmc2ku.jpg

The problem presented in the image asks which of the provided options shows a greater change in weight compared to a change of \(-8\) oz.

Let's analyze:

1. **Change of \(-8\) oz** (original): The magnitude of this change is \(8\) oz (since \(|-8| = 8\)).
2. **Option A: Loss of 9 oz**: The magnitude is \(9\) oz.
3. **Option B: Loss of 6 oz**: The magnitude is \(6\) oz.
4. **Option C: Gain of 5 oz**: The magnitude is \(5\) oz.
5. **Option D: Gain of 3 oz**: The magnitude is \(3\) oz.

To find the greatest change in weight, we compare the magnitudes:

- Option A (Loss of 9 oz) has a magnitude of 9 oz, which is greater than 8 oz.
- The other options have magnitudes less than or equal to 8 oz.

**Conclusion:** The answer is **A. Loss of 9 oz**, as it represents the greatest change in weight.

Would you like more details or have any questions?

Here are 5 related questions you might find useful:

1. How do you calculate the absolute value of a number, and why is it important in comparing changes?
2. What is the difference between a loss and a gain in terms of weight change?
3. How would the problem change if the options included a gain of 10 oz?
4. Can the concept of absolute value be applied to other real-life scenarios besides weight?
5. How would you represent these changes on a number line?

**Tip:** When comparing changes, always consider the absolute value to measure the magnitude of change regardless of direction (gain or loss).

The cat's weight changed -8 oz. while she was sick. Which of the following shows a greater change in weight? A) Loss of 9 oz. B) Loss of 6 oz. C) Gain of 5 oz. D) Gain of 3 oz.

Learn how to compare weight changes using absolute value. This problem helps students understand the concept of magnitude when dealing with positive and negative numbers. Suitable for students in Grades 5-6.

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