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B
0.6 s
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C
0.5 s
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D
0.3 s
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Solution
The correct option is A 0.7 s Taking the derivative of the angular displacement θ we get the angular velocity ω which we equate it to zero. dθdt=250−40t−450t2=0 or 45t2+4t−25=0 or t=−4±√16+450090=6390=0.7s