Question

Triangle ABC is rotated to create the image A'B'C'.
Which rule describes the transformation?
Ty
O (x, y) - (x, -y)
O (x, y) - (y, x)
O (x, y) -- (-x, -y)
O (x, y) - (-y, -x)

Answer 1

The rule that describes the transformation is (x, y) - (-y, -x).

What is transformation?

• Transformation is the process of using rules to transform some graphics into something else.
• When a shape is either reflected, rotated, or translated, the coordinates of the vertices that make up the shape change.
• The four different forms of transformations—Translation, Reflection, Rotation, and Enlargement—are depicted in the following illustrations.
• The underlying coordinate system remains fixed while an object transformation modifies the coordinates of each point on the object in accordance with some rule. • A coordinate transformation expresses each point of the object in the new coordinate system by defining it in terms of the old one.

The fourth option among the available choices depicts a 180° clockwise or counterclockwise rotation, in which is The vertices' x- and y-coordinates change to their opposites, i.e., x becomes -x and y becomes -y.

The rule that describes the transformation is (x, y) - (-y, -x).

To learn more about transformation, refer to:

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