When you do combined transformations, there are some important rules to follow. This will help you get the right answers. Here’s a simple guide:
Order Matters: The order in which you do the transformations can change the result.
Types of Transformations: It’s good to know the different types of transformations:
Translation: This means moving a shape without changing its size or turning it. For instance, if you move a triangle 3 steps to the right, each corner of the triangle moves too.
Reflection: This means flipping the shape over a line. For example, if you flip a square over the x-axis, the y-coordinates will change places.
Rotation: This is when you turn the shape around a point at a certain angle. If you rotate a rectangle 90 degrees around one of its corners, it will stand at a right angle.
Using Coordinates: When you put transformations together, especially with shapes on a graph, it helps to use coordinates.
Try practicing with different combinations to see how each transformation can change the shape!
When you do combined transformations, there are some important rules to follow. This will help you get the right answers. Here’s a simple guide:
Order Matters: The order in which you do the transformations can change the result.
Types of Transformations: It’s good to know the different types of transformations:
Translation: This means moving a shape without changing its size or turning it. For instance, if you move a triangle 3 steps to the right, each corner of the triangle moves too.
Reflection: This means flipping the shape over a line. For example, if you flip a square over the x-axis, the y-coordinates will change places.
Rotation: This is when you turn the shape around a point at a certain angle. If you rotate a rectangle 90 degrees around one of its corners, it will stand at a right angle.
Using Coordinates: When you put transformations together, especially with shapes on a graph, it helps to use coordinates.
Try practicing with different combinations to see how each transformation can change the shape!