help
Based off the triangle what do you know ?
triangles*
I know that angle DG is congruent to angle Hf and angle DE is congruent to angle HE and Angle GE is congruent to anGle FE
and angle E and angle E is reflexive property
when naming a single angle, use the letter that it represents using two letters means a segment not an angle
but you have the right idea
angle D = angle h angle g = angle f DG = FH angle e = angle e
GE = EF DE = EH
all of those are given correct?
yes
so what theorems/postulates can you use then?
AAA/SSS/SAS/ASA/
isnt DE congruent to HE? not EH?
It's the same thing
E is a bisector of the segment DH making DE = HE or DE = EH either way
UM ITS ASA?
yeah, you could also use SAS as well
but after proving that angle E and angle E are reflexive, isnt there more to prove?
DG = FH, given GE = EF , given DE = EH , given angle D = angle h , opposite interior angles angle g = angle f , opposite interior angles angle e = angle e , reflexive property
Isnt there another name for "opposite interior angles"
alternate interior angles* sorry i slept during my geometry class a few years back xD
cant we say that angle d is perpendicular to angle F? ;o
nope, they dont form right angles,
ah ok. so then after saying that that what else can we say?
well angle e is also a vertical angle
so the vertical angle theorem works too
so then what theorom is it? the vertica. theorem or the ASA theorem?
you prove it with asa/sas/ you can just say that angle e = angle cause of vertical angle theorem
instead of alternate interior angles, isnt it alternate exterior angles?
i just wanna make sure
not really sure, my geometry is rusty.
its fine, i guess. im going to double check with a friend of mine later. thank you though:)
mhm
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