sin 3θ= cos(θ-6°) and 3θ and θ-6° are acute angles, find value of θ.
Answers
Answered by
9
hey mate
here is your answer
we know that,
sin a=cos (90-a)
thus,
sin 3 theta=sin (90-(theta-6))
sin 3 theta=sin(90-theta+6)
=>3 theta=96-theta
=>4 theta=96
=>theta=96/4
=>24(answer)
here is your answer
we know that,
sin a=cos (90-a)
thus,
sin 3 theta=sin (90-(theta-6))
sin 3 theta=sin(90-theta+6)
=>3 theta=96-theta
=>4 theta=96
=>theta=96/4
=>24(answer)
Answered by
5
Answer:
24
Step-by-step explanation:
sin a=cos (90-a)
thus,
sin 3 θ=sin (90-(θ-6))
sin 3 θ=sin(90- θ +6)
=>3 θ=96-θ
=>4 θ=96
=>θ =96/4
=>24° is the angle
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