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Net Acceleration for Non Uniform Circular Motion

A particle A ...

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A particle A moves along a corcle of radius R=50 cm so that its radius vector relative to an arbitrary point O on the circle rotates with cons†an t angular velocity ω=0.40 rad/s. Then modulus of the velocity v of the particle and the modulus of its total acceleration is:__________

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A

moves along a circle of radius

R = 50 c m

so that its radius vector

\to r

relative to the point

O

(shown in above figure) rotates with the constant angular velocity

ω = 0.40 r a d / s

. Find the modulus of the velocity of the particle, and the modulus of its total acceleration.

A

moves along a circle of radius

R = 50 c m

so that its radius vector

r

relative to the point

O

(figure) rotates with the constant angular velocity

ω = 0.4 r a d / s

. Then modulus of the velocity of the particle, and the modulus of its total acceleration will be:

Q. A particle A moves along a circle of radius

R = 10 c m

so that its radius vector

\to r

relative to O rotates with constant angular velocity

ω = 0.2 r a d / s

. Find the magnitude of the velocity of the particle and its total acceleration.

A

moves along a circle of radius

R = 50 c m

so that its radius vector

r

relative to the point

O

(figure) rotates with the constant angular velocity

ω = 0.40 r a d / s

. Then magnitude of the velocity of the particle, and the magnitude of its total acceleration will be

Q. A particle moves along a circle of radius

R = 1 m

so that its radius vector

\to r

relative to a point on its circumference rotates with the constant angular velocity

ω = 2 r a d / s

. The linear speed of the particle is:

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Net Acceleration for Non Uniform Circular Motion

Standard XII Physics

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