Simple Plane Transformations

Point $P$ with coordinates $(5,4)$ is reflecting across the $x-$axis and mapped onto point $P\text{'}$, then coordinates of $P\text{'}$ are $(5,-4)$.

Use the translation vector shown to find the coordinates of triangle $A\text{'}B\text{'}C\text{'}$.

Triangle $ABC$ is a pre-image with its vertices at $A=(-5,5)$, $B=(-2,5)$, and $C=(-3,0)$. If the triangle is translated by  what are the coordinates of the image?

Enlarging a shape _____ its size.

Enlarging a shape changes its size.

A shape and its reflection are shown on the grid. Draw the mirror line. What is the equation of the mirror line?

Define plane transformation and explain the properties of reflection.

Define plane transformation and its types.

What will be the coordinate of a point having coordinates $(2,4)$ after rotations as $270°$ counterclockwise?

What will be the coordinate of a point having coordinates $(4,-5)$ after rotations as $270°$ counterclockwise?

Define four main types of Transformation and what is the original shape in transformation called.

Define four main types of Transformation.

You have to make a border for the wall of a room.

To get the transformed figure of 'A', we will use _____ transformation.

You have to make a border for the wall of a room.

Complete the border as instructed.

If you only had the figure ‘A’ as above, would you be able to make this complete pattern by translating $A$/rotating $A$/reflecting $A$?

Which of these numbers read the same on a half turn?