Common-Core/ Grade 10
Maths MCQ Based On Circles similarity
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Common-Core Grade 10 - 10 Circles similarity
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Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
(x + h, y + k)
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
The translation rule is (x+h,y+k) and the scaling factor is the ratio of the radius of the original circle to the radius of the circle after translation.
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
(x+h,y+k)
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
The image of the point (x,y) translated h units horizontally and k units vertically is (x+h,y+k).
Dilating a circle about its center multiplies its radius by the scale factor of the dilation.
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