If tan A = 1 then 2 sinA.COSA=
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Step-by-step explanation:
Given that:-
tan A=1
=>tan A= tan 45°
=>A=45°
now , 2sinA cos A=
=>2 sin 45°×cos 45°
=>2 (1/√2)×(1/√2)
=>2/(√(2×2)
=>2/2
=>1
(or)
We know that
2Sin A cos A =sin2A
=>sin2A
=>Sin(2×45°)
=>Sin 90°
=>1
If tan A = 1 then 2 sinA.cos A=1
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