Question

The figure shows three right triangles. Triangles PQS, QRS, and PRQ are similar.

Theorem: If two triangles are similar, the corresponding sides are in proportion.Using the given theorem, which two statements help to prove that if segment PR is x, then x2 = 97?

Segment PR × segment PS = 16
Segment PR × segment SR = 36

Segment PR × segment PS = 36
Segment PR × segment SR = 81

Segment PR × segment PS = 16
Segment PR × segment SR = 81

Segment PR × segment PS = 81
Segment PR × segment SR = 16

Answer 1

tips?

Answer 2

you there?

Answer 3

yeah!!!!!!!!!!!!!!!!!!!!!!!!!!

Answer 4

tips?

Answer 5

wait please

Answer 6

k

Answer 7

@luisz i will prefer u this:

http://openstudy.com/study#/updates/4fb3cbf5e4b05565342995e6

hope this helps

Answer 8

ehh

Answer 9

could you help explain that information to me?

Answer 10

i think @experimentX may help u .. sorry

Answer 11

yeah!!!!!!!!!!!!!!!!!1

Answer 12

could you explain this to me, expert?

Answer 13

what do you have to to??

Answer 14

ehhh

Answer 15

I have to see if one of the statements are correct

Answer 16

there are four choices

Answer 17

each with 2 statements

Answer 18

I have to say that one of them is correct

Answer 19

so tips?

Answer 20

Find PR first ..

Answer 21

I was thinking of PS...

Answer 22

PR is the square root of 97

Answer 23

k

Answer 24

In order to find PS....

Answer 25

we need to set up proportions, right?

Answer 26

okay let PS be x, then SR = sqrt(97) - x

Answer 27

wow

Answer 28

find two pairs of equal angles ... and set up the ratios of their sides.

Answer 29

two pairs of equal angles...

Answer 30

hmmm

Answer 31

ehh

Answer 32

could you give me a hint?

Answer 33

x squared/4=?

Answer 34

You guys, there?

Answer 35

PS/PQ = PQ/PR

Answer 36

ahhh

Answer 37

however