Question

determine which translations would map figure c onto figure d.
press \try\ to test a translation or sequence of translations.
a translation $\boldsymbol{____}$ $\boldsymbol{square}$ units and $\boldsymbol{____}$ $\boldsymbol{square}$ units.
up
down
try

Explanation:

Step1: Pick a reference vertex

Choose a vertex from Figure C, e.g., the vertex at $(-2, 0)$.

Step2: Locate its image in Figure D

The corresponding vertex in Figure D is at $(3, -3)$.

Step3: Calculate horizontal translation

Subtract original x-coordinate from image x-coordinate: $3 - (-2) = 5$. This means 5 units right.

Step4: Calculate vertical translation

Subtract original y-coordinate from image y-coordinate: $-3 - 0 = -3$. This means 3 units down.

Answer:

A translation 5 units right and 3 units down.