show that a median of a triangle divides into two equal triangles
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Answer: have a look at the picture:
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hey mate here is your answer ...
let your triangle be abc and there is a median ad in the triangle ...
so now there are two triangles one is the ∆abd and ∆adc. so
now in ∆abd and in ∆adc
angle adb=angle adc. (90°)
ad =ad (common)
bd =dc
so ∆abd is congurent to ∆adc by sas rule ..
as both the triangles are congurent there area must be equal...
hence prooved ...
hope it may help you
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