create an image by applying a dilation with point C as the center of dilation & a scale factor of 2.

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now what?

To create an image by applying a dilation with point C as the center of dilation and a scale factor of 2, you can follow these steps:

Step 1: Start with the original image.

Step 2: Draw lines connecting each point of the original image to point C.

Step 3: Measure the distance from point C to each point on the original image.

Step 4: Multiply each distance by the scale factor (2 in this case).

Step 5: Use the measured and scaled distances to mark new points in the image.

Step 6: Connect the new points with lines to create the dilated image.

Note: The specific implementation of these steps will depend on the software or tools you are using to create the image.

To create an image with dilation, follow these steps:

Step 1: Start with the original image.
Step 2: Choose a center of dilation (in this case, point C).
Step 3: Determine the scale factor (in this case, 2).
Step 4: Draw lines connecting point C with each vertex of the original image.
Step 5: Measure the distance from point C to each vertex.
Step 6: Multiply each distance by the scale factor (2).

Once you have the new distances, you can use them to recreate the image by connecting the new points. Assume you have a triangle ABC, and point C is the center of dilation with a scale factor of 2.

Let's say the original distances from C to each vertex are as follows:
- CA = 3 units.
- CB = 4 units.
- CC (C to itself) = 0 units.

To perform the dilation, multiply each distance by the scale factor of 2:
- New CA = 3 * 2 = 6 units.
- New CB = 4 * 2 = 8 units.
- New CC = 0 * 2 = 0 units.

Using the new distances, connect the new points: A', B', and C' (the prime symbol denotes the new points). Connect the lines A'B', B'C', and C'A', and you will get the image after applying the dilation with point C as the center and a scale factor of 2.

It's important to note that dilation can be applied to any shape or image, not just triangles. The same steps can be followed for other shapes as well.