Question

dilate △abc by a scale factor of \\( \frac { 1 } { 2 } \\) with the center of dilation at point c. where is the image of point c located? inside △abc outside △abc at point c

Explanation:

When a point is the center of dilation, it remains unchanged during the dilation process. This is a fundamental property of dilation in geometry. Since point \(C\) is the center of dilation for \(\triangle ABC\), its position does not shift regardless of the scale factor.

Answer:

at point \(C\)