look at the attachment . it is a geometry proof
here you go !
euclidian geometry.. ok... it will take time...
by definition of bisect you'll have two pairs of segments congruent to each other, and vertical angles congruent from the two intersecting diagnols... Use SAS to prove the two triangles are congruent...
ok i got it. now hold on. i am going to prove it. i think i can do it. :D wish me good luck friends.. lol :)
I will and thank you dpalnc . I am going to see what the others say
if we prove \[\large \angle BXN =\angle RXN\]then it will be proved that\[\large \triangle BNX \approx \triangle ORX\]got it?
could you set it up like statements and reasons
don't you mean angle BXN = angle RXO
yes i can set wait a while.
okay thanks so much .
yw
dplanc could you set up the proof like statements and reasons
you have to wait coz it is not possible live here.
okayy take your time if you want to send it to me in a attachment you can .
yes i will send you an attachment.
thank you
have you got it yet
are you there?
yes did you do it
yes i have done it. i hope it is fine. here you go...!!
thank you it is goreat
does anyone else have any thing to share
if you didn't understand aything then you can ask. coz it is a Euclidian proof. no one can do it other than one or two or three. To proof anything in the light of euclidian geometry is not too easy buddy...
seeems good
what do u ,mean by euclidian proofs
don't you know euclid? A great Greek Mathematician the father of Geometry?
no . not at all
i dont believe you can conclude that those triangles are congruent with only that angle since its not in the triangle we're interested in...
O_O
@AccessDenied i make some assumptions. which are not included in original picture those are assumptions. and as you can see it is although proved it so it implies that assumptions are correct..
to make it simpler... diagonals bisect each others.. so NX=XR and BX=XO m(NXB) = m(RXO) since they are opposite angles thus triangles BNX and ORX are congruent by SAS
can you fix it access denied
hoblos explains it as i would have. :)
i suggest all of you to read the book Euclid's Elements of Geometry. It was wriiten in around 200BC.
Join our real-time social learning platform and learn together with your friends!