Question

write the coordinates of the vertices after a reflection over the x-axis. e(\square, \square) f(\square, \square) g(\square, \square)

Explanation:

Step1: Find original coordinates

From the graph, \( E(1, -3) \), \( F(2, -3) \), \( G(2, -7) \).

Step2: Apply reflection over x - axis rule

The rule for reflection over the \( x \)-axis is \( (x,y)\to(x, -y) \).
For \( E(1, -3) \): \( E'(1, -(-3))=(1, 3) \).
For \( F(2, -3) \): \( F'(2, -(-3))=(2, 3) \).
For \( G(2, -7) \): \( G'(2, -(-7))=(2, 7) \).

Answer:

\( E'(1, 3) \), \( F'(2, 3) \), \( G'(2, 7) \)