Questions
Two simple harmonic motions given by and are superposed on a single particle. Then the particle starts its motion from a point whose distance from equilibrium position is
detailed solution
Correct option is A
Resultant distance from equilibrium position is x=x1+x2=Asinωt+Acosωt⇒x=2A.cosωt−π4The particle starts its motion at t = 0.∴ Initially x=2Acosω×0−π4=ATalk to our academic expert!
Similar Questions
A charged particle is deflected by two mutually perpendicular oscillating electric fields such that the displacement of the particle due to each one of them is given by respectively. The trajectory followed by the charged particle is
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