Question

Choose the correct options regarding mirror image of a given point.
Point (4,6) is the mirror image of (-4,6) when X-axis is treated as mirror
Point (-2,8) is the mirror image of (-2,-8) when X-axis is treated as mirror
Point (-2,8) is the mirror image of (2,8) when X-axis is treated as mirror
Point (-2,8) is the mirror image of (2,8) when Y-axis is treated as mirror
Point (4,6) is the mirror image of (-4,-6) when X-axis is treated as mirror
Point (-4,6) is the mirror image of (4,-6) when Y-axis is treated as mirror

Answer 1

Answer:

Choose the correct options regarding mirror image of a given point.

Point (4,6) is the mirror image of (-4,6) when X-axis is treated as mirror

Point (-2,8) is the mirror image of (-2,-8) when X-axis is treated as mirror

Point (-2,8) is the mirror image of (2,8) when X-axis is treated as mirror

Point (-2,8) is the mirror image of (2,8) when Y-axis is treated as mirror

Point (4,6) is the mirror image of (-4,-6) when X-axis is treated as mirror

Point (-4,6) is the mirror image of (4,-6) when Y-axis is treated as mirror

Answer 2

Answer:

Correct options are:

Point (-2,8) is the mirror image of (-2,-8) when X-axis is treated as mirror

Point (-2,8) is the mirror image of (2,8) when Y-axis is treated as mirror

Step-by-step explanation:

When x axis is taken as mirror the x coordinates will remain same and sign of y coordinates will be different.

Similarly for y axis.