Question

5 figurën e dhënë e zhvendosim paralelisht në drejtimin e përcaktuar me shigjetë, si në figure.

Explanation:

Step1: Identify translation vector

First, find the coordinates of point $A$ and $A'$. From the grid, $A=(0,10)$ and $A'=(2,3)$. The translation vector is calculated as:
$\text{Translation Vector} = (x_{A'}-x_A, y_{A'}-y_A) = (2-0, 3-10) = (2, -7)$

Step2: Translate point B

From the coordinate system, $B=(0,6)$. Apply the translation:
$B' = (0+2, 6-7) = (2, -1)$

Step3: Translate point C

From the coordinate system, $C=(6,1)$. Apply the translation:
$C' = (6+2, 1-7) = (8, -6)$

Step4: Translate point D

From the coordinate system, $D=(6,5)$. Apply the translation:
$D' = (6+2, 5-7) = (8, -2)$

Answer:

Coordinates of translated vertices:
$A'(2, 3)$
$B'(2, -1)$
$C'(8, -6)$
$D'(8, -2)$
(To complete the figure, plot these points and connect them in order $A'\to B'\to C'\to D'\to A'$)