Which of the following transformations can be represented by a scaling matrix?Question 33Select one or more:a.Translationb.Shearingc.Rotationd.Reflectione.Scaling

The transformation that can be represented by a scaling matrix is:

e. Scaling

Here's why:

a. Translation - This involves moving a shape from one place to another without changing its size or orientation. This cannot be represented by a scaling matrix.

b. Shearing - This involves distorting a shape such that it becomes slanted. This cannot be represented by a scaling matrix.

c. Rotation - This involves turning a shape around a fixed point. This cannot be represented by a scaling matrix.

d. Reflection - This involves flipping a shape over a line so it appears as a mirror image. This cannot be represented by a scaling matrix.

e. Scaling - This involves changing the size of a shape. This can be represented by a scaling matrix. In a scaling matrix, the numbers on the main diagonal are the scale factors. If they are greater than 1, the shape increases in size. If they are less than 1 but greater than 0, the shape decreases in size. If they are negative, the shape also reflects.