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A particle of A move along the circle of radius R= 50 cm so that it it's radius vector r relative to the point O (figure) rotate with the constant angular velocity v =0.40rad/s then the modulus of the velocity of the particle and modlus of total accerlation a will be?
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A particle of A move along the circle of radius R= 50 cm so that it it...

R=0.50 m, 

ω=0.40 rad/s

θ=θ'/2

ω'=2ω

v'=2ωR=.40m/s

a=ω^2R

a'=ω^2R=(2ω)^2R=4ω^2R=.32m/s^2
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A particle of A move along the circle of radius R= 50 cm so that it it...
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A particle of A move along the circle of radius R= 50 cm so that it it...


Given Parameters:
- Radius of the circle, R = 50 cm
- Angular velocity, ω = 0.40 rad/s

Modulus of Velocity:
The modulus of velocity of a particle moving along a circle can be calculated using the formula:
v = ω * r
where v is the modulus of velocity, ω is the angular velocity, and r is the radius of the circle.

Substitute the given values:
v = 0.40 * 50
v = 20 cm/s

Therefore, the modulus of velocity of the particle is 20 cm/s.

Modulus of Total Acceleration:
The modulus of total acceleration of a particle moving along a circle can be calculated using the formula:
a = ω^2 * r
where a is the modulus of total acceleration, ω is the angular velocity, and r is the radius of the circle.

Substitute the given values:
a = (0.40)^2 * 50
a = 8 cm/s^2

Therefore, the modulus of total acceleration of the particle is 8 cm/s^2.
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A particle of A move along the circle of radius R= 50 cm so that it it's radius vector r relative to the point O (figure) rotate with the constant angular velocity v =0.40rad/s then the modulus of the velocity of the particle and modlus of total accerlation a will be?
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A particle of A move along the circle of radius R= 50 cm so that it it's radius vector r relative to the point O (figure) rotate with the constant angular velocity v =0.40rad/s then the modulus of the velocity of the particle and modlus of total accerlation a will be? for Class 9 2024 is part of Class 9 preparation. The Question and answers have been prepared according to the Class 9 exam syllabus. Information about A particle of A move along the circle of radius R= 50 cm so that it it's radius vector r relative to the point O (figure) rotate with the constant angular velocity v =0.40rad/s then the modulus of the velocity of the particle and modlus of total accerlation a will be? covers all topics & solutions for Class 9 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A particle of A move along the circle of radius R= 50 cm so that it it's radius vector r relative to the point O (figure) rotate with the constant angular velocity v =0.40rad/s then the modulus of the velocity of the particle and modlus of total accerlation a will be?.
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