If tan A = 1 then show than 2 sin A cos A =1
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Answer:
If tanA = 1 then 2sinAcosA = 1.
Step-by-step explanation:
Given tanA = 1
=> tan A = tan 45°
=> A = 45° ---(1)
Now ,
LHS = 2sinAcosA
= sin2A
= sin (2× 45°)
= sin 90°
= 1
= RHS
Hence, proved.
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