!50 POINTS!
The square shown is dilated by a scale factor of 2. The center of dilation is point C. Which shows the correct image, A’ ?

Point C is inside of square A.
Point C is inside of square A. Square A prime is double the size of square A prime.
Point C is inside of square A. Square A prime is half the size of square A prime.
Point C is inside of square A. Square A prime is half the size of square A prime.
Point C is inside of square A. Square A prime is half the size of square A prime.

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Answer:

Point C is inside of square A. Square A prime is double the size of square A prime.

Step-by-step explanation:

Since the factor is 2, that means that the A' is double the size of A.

Also, since A' is twice as big as A, C is inside of square A.

Answer:  Point C is inside of square A. Square A prime is double the size of square A prime.

Point C is inside square A'. Square A' is double the size of square A. Option  A is correct.


The figure of square A shown in the image. It is to justify after dilation as C is the center where point c  lies in the square after dilation A'.


What is the scale factor?

The scale factor is defined as the ratio of modified change in length to the original length.

From the figure given in the image, it is clear that square A with a center C is dilated by a scale factor of 2. The new square A' has double the size of square A.

Thus, point C is inside square A'. Square A' is double the size of square A.

Learn more about line Scale factors:

https://brainly.com/question/22312172

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