Question

Suppose TM=GL and M=G. What additional information is needed to prove MTD=GLS by SAS?https://dlap.gradpoint.com/Resz/~yUA6AAAAAAQnKEIlT-uo9B.hSb6Pryzy2WG7Q2fY9fYHC/7234256,F

Answer 1

@Vocaloid

Answer 2

hm
the picture isn't showing up for me for some reason

Answer 3

T=S
TD=SL
T=L
MD=SG

Answer 4

https://dlap.gradpoint.com/Resz/~yUA6AAAAAAQnKEIlT-uo9B.hSb6Pryzy2WG7Q2fY9fYHC/7234256,F26/Assets/questions/test/geometry/geosss/mc039-1.jpg

Answer 5

did this one work?

Answer 6

yup

let's start by marking what we already have

Answer 7

SAS means we want two sides and the angle in between them, so we made a side-angle-side sandwhich like so:

Answer 8

which choice best corresponds to this idea?

Answer 9

MD=SG?

Answer 10

good