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JEE Main 201219 MayOnline
Exam
JEE Main
Year
2012
Date
19 May
Mode
Online
Subject
Physics
Chapter
Oscillations

JEE Main 2012 · 19 May · Online · Physics · Oscillations

The displacement y(t)=A (ω t+φ) of a pendulum for φ=(2 π)/(3) is...

The displacement y(t)=Asin⁡(ωt+ϕ)y(t)=A \sin (\omega t+\phi) of a pendulum for ϕ=2π3\phi=\frac{2 \pi}{3} is correctly represented byThe displacement y(t)=A (ω t+φ) of a pendulum for φ=(2 π)/(3) is correctly represented byThe displacement y(t)=A (ω t+φ) of a pendulum for φ=(2 π)/(3) is correctly represented byThe displacement y(t)=A (ω t+φ) of a pendulum for φ=(2 π)/(3) is correctly represented byThe displacement y(t)=A (ω t+φ) of a pendulum for φ=(2 π)/(3) is correctly represented by

Options

  1. AWhat is the primary effect of particulate pollutants on human health?
  2. BWhat is the primary effect of particulate pollutants on human health?
  3. CWhat is the primary effect of particulate pollutants on human health?
  4. DWhat is the primary effect of particulate pollutants on human health?

Correct answer

A. What is the primary effect of particulate pollutants on human health?

Step-by-step solution

Displacement y(t)=Asin⁡(wt+ϕ)y(t)=A \sin (\mathrm{w} t+\phi) [Given] For ϕ=2π3\phi=\frac{2 \pi}{3} at t=0;y=Asin⁡ϕ=Asin⁡2π3t=0 ; y=A \sin \phi=A \sin \frac{2 \pi}{3} =A \sin 120^{{}^{\circ}}=0.87 \mathrm{~A}\left[\because \sin120^{{}^{\circ}} \simeq 0.866\right] Graph (a) depicts y=0.87Ay=0.87 A at t=0t=0
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