Question

graph the image of square j k l m after a translation 5 units up.

Explanation:

Step1: Find the coordinates of original points

Assume the coordinates of \(J(-10, -4)\), \(K(-10, -5)\), \(L(-9, -5)\), \(M(-9, -4)\) (estimated from the graph).

Step2: Apply the translation rule

The translation rule for moving 5 units up is \((x,y)\to(x,y + 5)\).
For point \(J\): \((-10,-4)\to(-10,-4 + 5)=(-10,1)\)
For point \(K\): \((-10,-5)\to(-10,-5 + 5)=(-10,0)\)
For point \(L\): \((-9,-5)\to(-9,-5 + 5)=(-9,0)\)
For point \(M\): \((-9,-4)\to(-9,-4 + 5)=(-9,1)\)

Step3: Plot the new points

Plot the points \(J'(-10,1)\), \(K'(-10,0)\), \(L'(-9,0)\), \(M'(-9,1)\) on the coordinate - plane and connect them to form the translated square.

Answer:

Plot the points \(J'(-10,1)\), \(K'(-10,0)\), \(L'(-9,0)\), \(M'(-9,1)\) and connect them.