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Maximum Induced Current in a Loop

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A uniform magnetic field, perpendicular to the plane of a circular wire loop of radius r and resistance R, varies with time t according to the equation B(t)=B0sin⁡(ωt)B(t) = B_0\sin(\omega t). During the first cycle, at what time(s) t does the magnitude of the induced current reach its maximum value?

A

t = π/(4ω) and t = 3π/(4ω)

B

t = 0 and t = π/ω

C

t = π/(2ω) and t = 3π/(2ω)

D

t = π/ω only

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