if D is the mid point of hyportenuseACof a right angle triangle ABC. prove that BD =1/2AC
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AD=dc d is mid point
join bd
in triangle Abo and odb
Ao =bo ( o is mid point of Ab )
Angle o =angle o
od =od (common)
aod =~ odb
so bd = ad (cpct)
ad = dc = bd
bd * ad = Ac
bd +bd = Ac
2bd= ac
bd=1/2ac
hence proved
join bd
in triangle Abo and odb
Ao =bo ( o is mid point of Ab )
Angle o =angle o
od =od (common)
aod =~ odb
so bd = ad (cpct)
ad = dc = bd
bd * ad = Ac
bd +bd = Ac
2bd= ac
bd=1/2ac
hence proved
Armaan51:
tq very much
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