B06 | M8 - Keri Conklin-Tafuro - VUSD Jepson | Biblioteka

0.5

Reflect the figure across the y-axis.

0.5

Now that you reflected the figure across the y-axis in #1 what is C'?

1

The coordinates of a point are given below. What is the line of reflection?
(−7,2)→(−7,−2)

x-axis

y-axis

none of the above

1

Find the new coordinates of point F(5,4) after a rotation 90^o clockwise about the origin.

8.G.3

0.5

Rotate SBI 180^o about the origin and draw the image. Each line represents 1 unit.

8.G.3

0.5

B06 | M8

Reflect the figure across the y-axis.

B06 | M8

Reflect the figure across the y-axis.

Now that you reflected the figure across the y-axis in #1 what is C'?

The coordinates of a point are given below. What is the line of reflection?
(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90^o clockwise about the origin.

Rotate SBI 180^o about the origin and draw the image. Each line represents 1 unit.

Now that you have rotated the figure in #6, what are the coordinates of B' in the new image?

Now that you reflected the figure across the y-axis in #1 what is C'?

The coordinates of a point are given below. What is the line of reflection?
(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90^o clockwise about the origin.

Rotate SBI 180^o about the origin and draw the image. Each line represents 1 unit.

Now that you have rotated the figure in #6, what are the coordinates of B' in the new image?

B06 | M8

Reflect the figure across the y-axis.

B06 | M8

Reflect the figure across the y-axis.

Now that you reflected the figure across the y-axis in #1 what is C'?

The coordinates of a point are given below. What is the line of reflection?(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90o clockwise about the origin.

Rotate SBI 180o about the origin and draw the image. Each line represents 1 unit.

Now that you have rotated the figure in #6, what are the coordinates of B' in the new image?

Now that you reflected the figure across the y-axis in #1 what is C'?

The coordinates of a point are given below. What is the line of reflection?(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90o clockwise about the origin.

Rotate SBI 180o about the origin and draw the image. Each line represents 1 unit.

Now that you have rotated the figure in #6, what are the coordinates of B' in the new image?

The coordinates of a point are given below. What is the line of reflection?
(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90^o clockwise about the origin.

Rotate SBI 180^o about the origin and draw the image. Each line represents 1 unit.

The coordinates of a point are given below. What is the line of reflection?
(−7,2)→(−7,−2)

Find the new coordinates of point F(5,4) after a rotation 90^o clockwise about the origin.

Rotate SBI 180^o about the origin and draw the image. Each line represents 1 unit.