Front

Coordinates of A'B'C'D' after 90^o rotation about the origin for A(-1, -1), B(-1, 4), C(4, 4), D(3, 0)?

Back

A'(1,-1 ), B'(-4, -1), C'(-4, 4), D'(0, 3)

Front

Which rotation took place? Options: 90^o CCW, 90^o CW, 270^o CCW, 180^o CCW

Back

180^o CCW

Front

Image of T(-4, 1) after a 180^o CCW rotation?

Back

T'(4, -1)

Front

What rotation took place? J(-4, -1) ----> J'(-1, 4) K(-2, 4) ----> K'(4, 2) L(0, 0) ----> L'(0, 0) Options: 270^o CW, 90^o CCW, 180^o CW, 270^o CCW

Back

270^o CCW

Front

What is the rule for rotating 90^o CW about the origin?

Back

(x, y) ----> (y, -x)

Front

Find the coordinates of the vertices of the figure after the given transformation.

Back

U'(-1, -1), V'(-1, -4), W'(-4, 0)

Front

These coordinates show which rotation was performed?

90^o CW

,

270^o CCW

,

90^o CCW

,

180^o CW

Back

90^o CCW

Front

Which graph correctly shows the rotation 270^o about the origin?

Back

Front

Rule for rotating 180^o about the origin?

Back

(x, y) ----> (-x, -y)

Front

Which rotation took place?

Back

90^o CCW