in ∆ ABC, AB =10, AC =7, BC=9 then find the length of the median drawn from point C to side AB
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In △ABC , point D is the midpoint of side AB
AD=BD=21AB=5
CA2+CB2=2DC2+2AD2 (by Apollonius theorem)
⇒72+92=2DC2+2(52)
⇒49+81=2DC2+2(25)
⇒130=2DC2+50
⇒2DC2=80
⇒DC2=40
⇒DC=210
*Mark me as brainliest*
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