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Given
AD=4cm
BD=8cm
From ΔABD
(AB)^2=(AD) ^2+(BD)^2
=(AB)^2=4^2+8^2
=16+64
=80= square root of 80= 8.9cm.
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Answer:
AB =√(BD^2+AD^2)
=√(64+16)
=4√5cm
Let angle ACB=x
or angle CBD=x or angle ABD=x
so triangle ABC ,triangle ABD and triangle BOC similar.
BD/CD=AB/DB
or 8/CD=4/8
or CD =64/4=16cm....
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