Your Turn For #1-3 draw the image of AABC after a reflection across line I. #1 is done for you. Step 1 Pretend to fold the graph along line ( to estimate where points A, B, and C will land. Step 2 Draw a segment with endpoint A so that the segment is perpendicular to line I and is bisected by line l. Label the other endpoint of the segment A'. In this case, line l has a slope of - so segment AA' must have an opposite-reciprocal slope of - 2. Reflection Image AA'B'C' across line l Step 3 Repeat step 1 for vertices B and C. Step 4 Connect points A', B', and C'. AA'B'C' is the reflected mage of AABC. The image should match the estimate you had in Step 1. Refer to the bottom image A A' 2. B Line I has a slope of - -, the segments must have an opposite-reciprocal slope of_ 3. Line I has a slope of _ the segments must have an opposite-reciprocal of. L4L - Geometry A (2020) Page / 15 lifelong Geometry A Credit 2