Draw the image of the figure as indicated. 1. Translate the figure thirteen units to the left, and eight units down. 2. Reflect the figure along the y-axis, x-axis, y = x, and y = -x. 3. Rotate the translated figure with respects to the origin 90° counter clockwise. 4. With the x-axis as the line of reflection, glide the figure 5 units to the left. USE THE GRAPH TO DRAW THE ISOMETRIES -11-10 -9 -8 -7 -6 PERFORMANCE TASK # 3 - ISOMETRY -5 5. Give the coordinates of the figure's transformations. 1. Translate 2. Reflect 3. Rotate 4. Glide A( . ) > at x-axis A. I B (.) > at y = x A(. ) A(.) B (.) A( . ) B (.) B( . ) CI. D(.) B) C) C(. 1 D(.) C( . ) C) D.) E( . ) D(.) E ( . ) E( . ) D(. ) E ( F( . ) F(. I E ( . ) F( . ) F(.) > at y-axis A. I B(.) C( . ) > at y = -x A ( . ) B ( ) C( . ) D(.) E ( F( . ) DI. I E (.] F( . ) -3 -2 -1 2 E 9 00 6 5 A B • E F y= 7 10 11 12 y = -x

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