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|dw:1347560170006:dw|

start wid one vertex

|dw:1347560412800:dw|

as you go from b to z, its 5ft

|dw:1347560494402:dw|

from z to y, its 3ft
so its,
\(\triangle bzy\)

can you trace the second triangle same way ?

|dw:1347560633410:dw|

could you explain how to get the answer?

|dw:1347560977761:dw|

yea if you start from z
its zyb right ?

for the seconf triangle, start from a corresponding vertex for z, which is o

alright so zyb and owr?

Perfect !

and they are congruent which postulate ?

what lol sorry I haven't been taught any of this material

okay, SSS means, Side Side Side
all Sides are congruent

|dw:1347561236893:dw|

all corresponding sides between the two triangles are equal , right ?

yes and congruent means equal

yep thats right !
so its SSS congruence, all corresponding sides are congruent

so it would be c?

\(\triangle ZYB \cong \triangle OWR\) by SSS
yea its C

thank you so much!

np :)