Two metallic cylinder made of same material and radii r and 2r are joined as shown in figure.
If top end is fixed and lower end of cylinder B is twisted by angle q, then angle of twist for cylinder A is (both cylinder have same length)
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Answered by
20
Solution: Answer (4)
Explanation:
Let θ1 and θ2 be the angle of twist produced in cylinders A and B respectively.
Then, θ1 + θ2 = θ _[1]
In equilibrium, restoring torque in both cylinders will be of equal magnitude
Hence, [πGr^4 θ1] /2l = πG(2r)^4 θ2/ 2l
∴ θ1 = 16θ2 _[2]
From [1] and [2] we have
θ1 = 16/17 θ
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Answered by
1
Answer:
option d) is the correct answer!!Hope it will be helpful ☺️ thank you!!
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