Understanding Translations in Geometry

Translating triangle ABC on the coordinate plane

Scaling triangle ABC on the coordinate plane

Rotating triangle ABC on the coordinate plane

Reflecting triangle ABC on the coordinate plane

Movement downwards

Movement to the left

Movement upwards

Movement to the right

Subtract 8 from the original x-coordinate

Divide the original x-coordinate by 8

Add 8 to the original x-coordinate

Multiply the original x-coordinate by 8

Negative 3

Positive 1

Negative 2

Positive 7

It should be smaller

It should be congruent

It should be larger

It should be rotated

Positive 4, Negative 3

Positive 3, Positive 1

Negative 9, Positive 4

Negative 1, Negative 2

Negative 1, Negative 2

Positive 4, Negative 3

Negative 4, Positive 3

Positive 3, Positive 1

It confirms the shape is rotated

It confirms the shape is smaller

It confirms the shape is larger

It confirms the translation is accurate

By moving each point 8 units left and 6 units up

By ensuring the shape is congruent

By moving each point 8 units right and 6 units down

By checking if the shape is larger

It is not important

It ensures accuracy in translations

It is a requirement for scaling

It helps in understanding rotations