Question

reflect △abc over the x - axis.
(3 points)
a =

b =

c =

Explanation:

Step1: Find coordinates of original points

From the graph, \( A=(0,1) \), \( B=(5,1) \), \( C=(0,4) \).

Step2: Apply reflection over x - axis rule

The rule for reflecting a point \((x,y)\) over the x - axis is \((x,-y)\).
For \( A=(0,1) \), reflecting over x - axis: \( A'=(0,-1) \).
For \( B=(5,1) \), reflecting over x - axis: \( B'=(5,-1) \).
For \( C=(0,4) \), reflecting over x - axis: \( C'=(0,-4) \).

Answer:

\( A'=(0,-1) \)
\( B'=(5,-1) \)
\( C'=(0,-4) \)