Question

@iGreen

Answer 1

Which transformations will produce similar, but not congruent, figures?

A.
Triangle MNO is reflected across the x-axis and then rotated 90° clockwise to form triangle MꞌꞌNꞌꞌOꞌꞌ.

B.
Triangle MNO is reflected across the x-axis and then translated 9 units down to form triangle MꞌꞌNꞌꞌOꞌꞌ.

C.
Triangle MNO is reflected across the y-axis and then dilated by a scale factor of 1.8 to form triangle MꞌꞌNꞌꞌOꞌꞌ.

D.
Triangle MNO is reflected across the y-axis and then rotated 180° clockwise to form triangle MꞌꞌNꞌꞌOꞌꞌ.

Answer 2

Picture?

Answer 3

There isnt one

Answer 4

k

Answer 5

There should be..

Answer 6

How else am I supposed to know?

Answer 7

Dunno.....Theres no picture though O.o

Answer 8

Reflections are not going to affect the size.

Dilating a figure will affect it.

Answer 9

Oh, that's right..

Answer 10

Dilating = Changing the size

Reflection = Changing the position

Answer 11

So what do you think? @Master_Chief_117

Answer 12

Changing the size will still make it similar..

Answer 13

But not congruent.

Answer 14

Congruent = exactly the same size, but the position doesn't matter.

Answer 15

My message nee sent cuz /lag

Reflecting, Rotating, and changing its placement does not change the size where dilating does by increasing or decreasing it by a scale factor.

Answer 16

So with that information the answer should be quite obvious. :P

Answer 17

C?

Answer 18

" then dilated by a scale factor of 1.8 to form triangle MꞌꞌNꞌꞌOꞌꞌ. "

Answer 19

@Unanimoose

Answer 20

Correct.

Answer 21

That will change the size, it will be similar, but not congruebnt.

Answer 22

Thanks...

Answer 23

*congruent

Answer 24

c is the correct one (: to anybody that ever has this question

Answer 25

Thanks LOL @Crumby