Question

Which sequence of transformations creates a similar but not congruent triangle?

Rotation and translation
Reflection and rotation
Dilation and reflection
Translation and reflection

Answer 1

@563blackghost @Helpz-Q

Answer 2

C?

Answer 3

in all of those processes which one of them does include change in measures?
i mean let's eliminate some options shall we?
Rotation and translation completely preserves the measures of the sides so therefor they shall remain congruent

Reflection and rotation will also preserve the measures of the sides from the pre-image

Dilation and reflection ??

translation and reflection also preserve the measures
Now it is quite obvious

Answer 4

Congruent is defined as same size and same shape. So the shape can not be same size but it can be the same shape. There is only one that can change a shapes size.

Answer 5

Hint:
When applying dilation we do change the coordinates Consequently that would change the measures of the figure