Question

translate the figure 6 units left and 1 unit up. plot all of the points of the translated figure. you may click a plotted point to delete it. answer attempt 1 out of 2 submit answer

Explanation:

Step1: Identify the original points

Assume the original points of the triangle are \((3,-2)\), \((3,-9)\), \((6,-7)\)

Step2: Apply the translation rule

The translation rule for moving 6 units left (subtract 6 from \(x\)-coordinate) and 1 unit up (add 1 to \(y\)-coordinate) is \((x,y)\to(x - 6,y + 1)\)
For \((3,-2)\): \(x=3-6=-3\), \(y=-2 + 1=-1\), new point \((-3,-1)\)
For \((3,-9)\): \(x=3-6=-3\), \(y=-9 + 1=-8\), new point \((-3,-8)\)
For \((6,-7)\): \(x=6-6=0\), \(y=-7 + 1=-6\), new point \((0,-6)\)

Answer:

Plot the points \((-3,-1)\), \((-3,-8)\), \((0,-6)\)