Question

1. rotate triangle abc 180 degrees. graph the image and give the ordered pairs.

a__________
b__________
c__________

Explanation:

Step1: Recall the rule for 180 - degree rotation

When a point \((x,y)\) is rotated \(180^{\circ}\) about the origin, the new point is \((-x,-y)\).

Step2: Find the coordinates of \(A\), \(B\), and \(C\)

From the graph, \(A=(0,4)\), \(B=(1,1)\), \(C=(4,3)\).

Step3: Apply the rotation rule

For point \(A=(0,4)\):
\(A'=(-0,-4)=(0, - 4)\)
For point \(B=(1,1)\):
\(B'=(-1,-1)\)
For point \(C=(4,3)\):
\(C'=(-4,-3)\)

Answer:

\(A'=(0,-4)\)
\(B'=(-1,-1)\)
\(C'=(-4,-3)\)