The transformations that can be represented by a scaling matrix are:

a. Scaling

Scaling is the only transformation that can be represented by a scaling matrix. This is because a scaling matrix is used to increase or decrease the size of an object in a specific direction.

b. Translation, c. Shearing, d. Rotation, and e. Reflection cannot be represented by a scaling matrix. These transformations require different types of matrices. For example, translation requires a translation matrix, rotation requires a rotation matrix, and so on.

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The transformations that can be represented by a scaling matrix are:

a. Scaling

Scaling is the only transformation that can be represented by a scaling matrix. This is because a scaling matrix is used to increase or decrease the size of an object in a specific direction.

b. Translation, c. Shearing, d. Rotation, and e. Reflection cannot be represented by a scaling matrix. These transformations require different types of matrices. For example, translation requires a translation matrix, rotation requires a rotation matrix, and so on.

Knowee AI · Accepted Answer

The transformations that can be represented by a scaling matrix are:

a. Scaling

Scaling is the only transformation that can be represented by a scaling matrix. This is because a scaling matrix is used to increase or decrease the size of an object in a specific direction.

b. Translation, c. Shearing, d. Rotation, and e. Reflection cannot be represented by a scaling matrix. These transformations require different types of matrices. For example, translation requires a translation matrix, rotation requires a rotation matrix, and so on.

Which of the following transformations can be represented by a scaling matrix?Question 20Select one or more:a.Scalingb.Translationc.Shearingd.Rotatione.Reflection

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