Question

graph the image of square bcde after a translation 4 units right.

Explanation:

Step1: Determine the original coordinates

Assume the coordinates of \(B(-4,3)\), \(C(-4,-5)\), \(D(4,-5)\), \(E(4,3)\) (assuming each grid is 1 unit).

Step2: Apply the translation rule

The translation rule for moving 4 units right is \((x,y)\to(x + 4,y)\).
For point \(B(-4,3)\): \((-4+4,3)=(0,3)\)
For point \(C(-4,-5)\): \((-4 + 4,-5)=(0,-5)\)
For point \(D(4,-5)\): \((4+4,-5)=(8,-5)\)
For point \(E(4,3)\): \((4 + 4,3)=(8,3)\)

Step3: Plot the new points

Plot the points \((0,3)\), \((0,-5)\), \((8,-5)\), \((8,3)\) on the coordinate - plane and connect them to form the square.

Answer:

Plot the points \((0,3)\), \((0,-5)\), \((8,-5)\), \((8,3)\) and connect them.