Question

Are the following figures similar?



Yes; the corresponding sides are proportional

No; the corresponding sides are not proportional

Yes; the corresponding angles are congruent

No; the corresponding angles are not congruent

Answer 1

@YanaSidlinskiy

Answer 2

c

Answer 3

Kay. Don't tag me back in the biology section. Hhaha!! I'm just kidding!!
Area = length times width
All angles are 90 degrees (each)
lengths are equal to each other so are the widths
Once you know this, you should be able to get the answer!!

Answer 4

Tyler! Direct Answers are AGAINST the Code-of-Conduct.

Answer 5

sowwy @YanaSidlinskiy

Answer 6

It's ok, Tyler:) I was just putting out a warning.

Answer 7

Sorry! Loosing connection...Hang on

Answer 8

Lol Im a little confused, can u give me an example?

Answer 9

Finally!! Everything is working a bit better. Now I can help you out a littlexD!

Answer 10

haha, cool cool

Answer 11

Ok. For example...Wait!! Lemme get this person talked to real quik..I mean lemme tell someone something..Hang onexD!! And sorry for the wait

Answer 12

:P

Answer 13

Ok..For example...There is a rectangle. Ok? And It has a 90 degree angle. The second rectangle DOESN'T have a 90 degree angle. Are they the same? What do you think?

Answer 14

No they are not

Answer 15

Exactly! So, in your situation......The ONLY thing that matters if they are proportional. So, we set it up as a proportion. Like this.
Cross multiply:)