sinA=3/2 cosA=4/5 ,find the value of tanA
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Answer:
tanA=3/4
Step-by-step explanation:
cos A=4/5
we know that cos x=Base/hypotenuse
let 4k=B and 5k=H
by pythagoras theorem
H2=P2+B2
(5k)^2=P^2+(4k)^2
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