Question

quadrilateral abcd is the image of quadrilateral abcd under a translation. determine the translation. use non - negative numbers. a translation by units to the right/left and units up/down

Explanation:

Step1: Observe x - coordinates

Pick a point, say \(D(-6,1)\) and its image \(D'(-3, - 3)\). The change in the x - coordinate is \(\Delta x=-3-(-6)=3\). A positive change in the x - coordinate means a translation to the right.

Step2: Observe y - coordinates

Using the same points \(D\) and \(D'\), the change in the y - coordinate is \(\Delta y=-3 - 1=-4\). A negative change in the y - coordinate means a translation down.

Answer:

A translation by 3 units to the right and 4 units down.