Question

Follow the instructions to reflect points A, B and C on the graph below .Then, type the lair of reflected point in the white box

Answer 1

Given data:

The original coordinate of A is (5,10).

The original coordinate of B is (-8, 1).

The original coordinate of C is (7, 6).

The coordinate of A after reflection over the x-axis is,

$A^{\prime}=(5,\text{ -10)}$

The coordinate of B after reflection over the y-axis is,

$B^{\prime}=(8,1)$

The coordinate of C after reflection over the y-axis is,

$C^{\prime}=(-7,6)$

Thus, the final coordinate of A is (5, -10), the final coordinate of B is (8, 1), and final coordinate of C is (-7, 6).