If the displacement ' x ' of a body in motion in terms of time ' t ' is given by x=A \sin (\omega t+\theta), then the minimum time at which the displacement becomes maximum is [AP EAPCET 22 May 2025 S2]

Correct Answer is : [π2ω−θω]

[\frac{\pi}{2 \omega}-\frac{\theta}{\omega}]

[\frac{2 \omega}{\pi}-\frac{\omega}{\theta}]

[\frac{\pi}{\omega}-\frac{1}{\omega}]

[\frac{\omega}{\pi}-\frac{\omega}{\pi^2}]

Simple Harmonic Motion

Section: Physics

Question : 7 of 34

Marks: +1, -0

If the displacement ' x ' of a body in motion in terms of time ' t ' is given by x=Asin‌(ωt+θ), then the minimum time at which the displacement becomes maximum is

[AP EAPCET 22 May 2025 S2]

[‌
π
2ω
−‌
θ
ω
]
[‌
2ω
π
−‌
ω
θ
]
[‌
π
ω
−‌
1
ω
]
[‌
ω
π
−‌
ω
π2
]

Validate

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