Position vector of a particle moving in xy plane at time t is r→=a(1−cosωt)i^+asinωtj^ . The path of the particle is
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a
a circle of radius a and center at (a,0)
b
a circle of radius a and center at (0, 0)
c
an ellipse
d
neither a circle nor an ellipse
answer is A.
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Detailed Solution
Particle is moving in a circle of radius a and center (a, 0) with constant angular velocity ω. At time t=0 particle is at origin and it starts r = rotating clockwise. At time r it hasrotated an angle θ given by: θ=ωty=asinθ=asinωt and x=a−acosθ=a(1−cosωt)∴ r→=a(1−cosωt)i^+asinωtj^