hi please solve this question , correct options is a , b ,c ( answer tagged is right ) , so please solve accordingly 232Potential energy of a particle of mass m in xy plane is expressed by:-U =Where x and y(x²+y²) ?are the position coordinates. If at a point defined by position vector 7 = 2 (i+ j), the particle isobserved to be moving perpendicular to r, then which of the following is/are correct.2/2Jā,|(Radial Acceleration) of the particle is V2 m/s?mJa| (Tangential Acceleration) of the particle is m/s2Net force on the particle is (i + 3j) NNet force on the particle is (2i + 3j) N

Name: hi please solve this question , correct options is a , b ,c ( answer t
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Description: hi please solve this question , correct options is a , b ,c ( answer tagged is right ) , so please solve accordingly 232Potential energy of a particle of mass m in xy plane is expressed by:-U =Where x and y(x²+y²) ?are the position coordinates. If at

It is given that, the potential energy in the polar coordinate is:U=3222r232=3222r-3Hence, the force…

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Where x and y Potential energy of a particle of mass m in xy plane is expressed by:-U = (x²+x²) ² are the position coordinates. If at a point defined by position vector 7 = 2 (î + ĵ), the particle is observed to be moving perpendicular to , then which of the following is/are correct. |ā,|(Radial Acceleration) of the particle is 2√2 m m/s² |a₁| (Tangential Acceleration) of the particle is √2 m Net force on the particle is (î + 3ĵ) N Net force on the particle is (2î + 3ĵ) N m/s²

Where x and y Potential energy of a particle of mass m in xy plane is expressed by:-U = (x²+x²) ² are the position coordinates. If at a point defined by position vector 7 = 2 (î + ĵ), the particle is observed to be moving perpendicular to , then which of the following is/are correct. |ā,|(Radial Acceleration) of the particle is 2√2 m m/s² |a₁| (Tangential Acceleration) of the particle is √2 m Net force on the particle is (î + 3ĵ) N Net force on the particle is (2î + 3ĵ) N m/s²

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter11: Gravity, Planetary Orbits, And The Hydrogen Atom

Section: Chapter Questions

Problem 36P

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