Question

point $c(-4, -3)$ is the image of $c(-2, -3)$ under a translation.
determine the translation.
use non-negative numbers.
a translation by $square$ units right/left/up/down

Explanation:

Step1: Calculate x-coordinate change

$\Delta x = x_{C'} - x_{C} = -4 - (-2) = -2$

Step2: Calculate y-coordinate change

$\Delta y = y_{C'} - y_{C} = -3 - (-3) = 0$

Step3: Interpret translation direction

A negative $\Delta x$ means left; $|\Delta x|=2$. $\Delta y=0$ means no vertical movement.

Answer:

A translation by 2 units left