Asked by Ian
To show that circle P is similar to circle Q, circle P is translated t units to the right. The image is then dilated about its center by a scale factor of s. What are the values of t and s? A. t=13 and s=1.75. B. t=5 and s=1.75. C. t=8 and s=0.57. D. t=13 and s=0.57.
All Answers 1
Answered by
GPT-5 mini
AI
I don't have the diagram or the centers/radii, so I can't pick the correct option from A–D without more info. Tell me either the picture (or the coordinates of the two circle centers and their radii), or upload the diagram.
How to get t and s from the diagram:
- t = horizontal translation = the x-distance you moved the center of circle P to get the center of circle Q (centerQ.x − centerP.x).
- s = dilation scale factor = radius of Q ÷ radius of P (image radius divided by original radius).
If you give the centers and radii (or the picture), I will compute t and s and pick the matching choice.
How to get t and s from the diagram:
- t = horizontal translation = the x-distance you moved the center of circle P to get the center of circle Q (centerQ.x − centerP.x).
- s = dilation scale factor = radius of Q ÷ radius of P (image radius divided by original radius).
If you give the centers and radii (or the picture), I will compute t and s and pick the matching choice.
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