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Answer:
The tension in the lower wire T 2 =150N (solved earlier)
Also sinθ= 54 and cosθ=53
(solved earlier)
Given : m=4 kg, T1
=200 N
Horizontal direction : ma r =T1 cosθ+T2 cosθ
∴ mrw^2 =(T1+T2 )cosθ where r=OA=3 m
∴ 4×3w^2
=(200+150)× 53
⟹w= 4.18 N
Using 2πf=w
∴ 2πf=4.18
⟹f=0.67 rps
⟹ f=0.67×60=39.6 rpm
Explanation:
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