If you are going to use the SAS postulate to prove these two triangles congruent, what additional information do you need?
(Image will be posted below.)

- anonymous

- chestercat

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- phi

you will need to see side- angle - side in that order

- anonymous

##### 1 Attachment

- anonymous

Can you explain what the answers mean to me, please?

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- anonymous

I mean, the options given.

- phi

First, that picture is not very good.
what they mean is
|dw:1437481223227:dw|

- phi

you are looking for SAS
you are given an angle (the bottom angle)
and a side (the line down the middle)
what else do you need ?

- phi

you want to use side -angle - side
check off what you have, and what is left over that you need?

- anonymous

So I need E, I, and K?

- anonymous

since I already have T?

- phi

ignore the letters. Just get the idea
you are told about an angle and a side
you want to use side- angle - side
what do we need (the answer is either: angle or side )
which do we need?

- anonymous

I'm sorry Phi. I thank you for having patience with me. I just don't have an eye for this stuff.

- anonymous

We need a side, then?

- phi

yes we need a side
now we need to figure out which side

- phi

when we write side-angle-side
that means the "parts" are *next to each other"
so put your finger on the side we know, then move to the angle we know
then move to the next side... that last side is what we need

- phi

|dw:1437481704147:dw|

- phi

and we do that for both triangles

- anonymous

ek = ki ?

- phi

ek and ki are the top sides
|dw:1437481799802:dw|

- phi

do you see the order should go like this
|dw:1437481889400:dw|

- phi

and then we do the same thing for the other triangle
we want the bottom sides to be equal

- anonymous

So we need the KET = KIT?

- phi

to name a side we list the end points (order does not matter)
so a side is named using two letters. the start and the end letter

- anonymous

oooohhh we need ET and IT!?

- phi

FYI, KET is an angle
angles use 3 letters, start, pointy end, and then end point

- phi

yes ET and IT

- anonymous

I'm sorry for taking up your time yet once again. Your effort is greatly appreciated, Sir. :) I really like how you actually explain to me until I get it myself. So thank you.

- phi

yw

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