Question

http://prntscr.com/d7lxom

Answer 1

Since `T` is the midpoint that would mean `ST is equal to TU`so lets set that up.

\(\huge\bf{ST=TU}\)

Substitute.

\(\huge\bf{6x=2x+32}\)

Simplify to find x.

Answer 2

i gtg x.x i will be back in probably a few hours lol

Answer 3

Once you find x you would input into the two equations `(ST and TU)`. Once that is done you would add the the two products to find `SU`.

Answer 4

@3mar

Turns out it took 7+ hours to get my id -.- @563blackghost

Answer 5

So she had done the good job above!

Answer 6

ok

Answer 7

x=8

Answer 8

Help? Don't know what to do next x.x

Answer 9

After getting x, substitute with it in every length expression to evaluate it.

ex: length of TU=(2x+32)=(2*8+32)=16+32=48

Do the rest!

Answer 10

SO confusing omg

Answer 11

why???
Where are you stuck?

Answer 12

I'm stuck on how to make the equation and get the full answer.

Answer 13

48 on both sides so ST and TU are 48

Answer 14

SU=96

Answer 15

Am I right?

Answer 16

You are right!
Congratulations! ♥