@563blackghost
@StudyGurl14
@dumbcow
What do you think about question (a). What do we know for definite about the 2 triangles?
there equal
when we talk about 2 triangles being exactly alike we call them congruent. to prove congruency we need to prove they conform to one of the postulates - for example SAS means that 2 sides and the included angle are equal - if this is true then theyt are congruent. The question is - Which side and angles of triangles ABD and CBD are equal?
WE are given that side AB = BC and side BD is common to both triangles. Although the triangles in the drawing might look congruent they may not be. We must not make assumptions.
AD and CD are congruent and AB and CB
(b) tells us that but (a) syas its congruent by SAS - meaning that <ABD = <CBD but we are not given that.
I believe that ABD= CBD by the SAS postulate
So jeremy's answer is incorrect.
im terrible at math sorry
Do you follow what I mean? We cant say that the 2 triangles are congruent by the SAS postulate becuase we don't know that <ABD = <CBD
Yes i see... since it doesnt tell us that they are congruent than we cant say that they are congruent
Correct?
yes
and i write that for my explanation?
yes
Ok done with part a
for (b) we know that AD = CD and BD is common and AB = CB so they are congruent by which postulate?
SAS congruent postulate?
they are congruent by SAS because the line BD is perpendicular to AC as AD = CD but i think thet are looking for another postulate here Note that the 3 sides are all congruent.
what are the other ones?
the other what?
the other postulates?
is it ASA congruence postulate?
why are you introducing angles? Look at my post regarding which sides are equal.
look back 4 posts
SSS congruence postulate
Right!! - 3 equal sides.
and for justifying i write because all 3 sides are equal?
yes
also state the 3 sides in your answer.
- state which sides are equal.
Thanks very much... i have another question could you help
sorry I have to go right now.
ohh alright... ill find another person
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