Prove that the medians of an equilateral triangle are equal.
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1
I don't understand this question
Anonymous:
u dont understand this question so why r u answering
u get free points its cheating
its not good without helping anyone u got free points
plzzz i wnat to complete my worksheet total 100 sums i m on 21
i dont want any po8nts i just want my answers
i am not telling u
iys ok
i am telling to parekhrita18
how do I send a photo in an asnwer
I have already answered it is somewhat wrong so I want to send a photo
Answered by
4
let all sides be 'a'units.
draw a triangle ABC and draw a median from A to Side BC.
as we know that the median of an equilateral triangle is also the altitude of the triangle.
So the median AD is also altitude.
So BD is a/2 and DC is also a/2.
in triangle ABD, BD^2=AC^2 - BD^2
BD^2= a^2 - (a/2)^2
=4a^2/2 - a^2/4
= 3a^2/4
BD= √(3a^2/4)
= √3/2 a
SIMILARLY ON ALL SIDES DO THE SAME METHOD
draw a triangle ABC and draw a median from A to Side BC.
as we know that the median of an equilateral triangle is also the altitude of the triangle.
So the median AD is also altitude.
So BD is a/2 and DC is also a/2.
in triangle ABD, BD^2=AC^2 - BD^2
BD^2= a^2 - (a/2)^2
=4a^2/2 - a^2/4
= 3a^2/4
BD= √(3a^2/4)
= √3/2 a
SIMILARLY ON ALL SIDES DO THE SAME METHOD
thnx but i m not understanding can u olzzz write it on paper with diagram and send its pic to me
plzz
ok
wait
but how to send a photo in an answer
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