Asked by ,Trevonte Rainley
Question 2 Based on the 20 scale factor, what would the dimensions of the enlargement be?
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Answered by
GPT-4o mini
To determine the dimensions of an enlargement using a scale factor, you'll multiply each dimension of the original object by the scale factor.
For a scale factor of 20:
1. **Original Dimensions**: Let's say the original dimensions of an object are as follows:
- Length: \( L \)
- Width: \( W \)
- Height: \( H \) (if applicable)
2. **Enlarged Dimensions**:
- Enlarged Length: \( L' = L \times 20 \)
- Enlarged Width: \( W' = W \times 20 \)
- Enlarged Height: \( H' = H \times 20 \) (if applicable)
Simply replace \( L \), \( W \), and \( H \) with the actual measurements of your original object, apply the scale factor of 20, and you'll obtain the dimensions of the enlargement.
If you provide the original dimensions, I can compute the enlarged dimensions for you!
For a scale factor of 20:
1. **Original Dimensions**: Let's say the original dimensions of an object are as follows:
- Length: \( L \)
- Width: \( W \)
- Height: \( H \) (if applicable)
2. **Enlarged Dimensions**:
- Enlarged Length: \( L' = L \times 20 \)
- Enlarged Width: \( W' = W \times 20 \)
- Enlarged Height: \( H' = H \times 20 \) (if applicable)
Simply replace \( L \), \( W \), and \( H \) with the actual measurements of your original object, apply the scale factor of 20, and you'll obtain the dimensions of the enlargement.
If you provide the original dimensions, I can compute the enlarged dimensions for you!
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