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A man can jump 2.0 m high on the earth. ...

A man can jump `2.0 m` high on the earth. Up to what height he can jump on a planet whose density is one quarter that of Earth and radius in one-third of the Earth's radius.

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To solve the problem, we need to determine how high a man can jump on a planet with different gravitational conditions compared to Earth. ### Step-by-Step Solution: 1. **Understanding the Jump Height on Earth**: The height a man can jump on Earth (He) is given as 2.0 m. This height is determined by the gravitational acceleration (g) on Earth. 2. **Gravitational Acceleration on Earth**: ...
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PRADEEP-GRAVIATION-SOLVED EXAMPLES
  1. If the radius of the earth be increased by a factor of 5, by what fact...

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  2. A planet whose size is the same and mass is 4 times as that of Earth, ...

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  3. A man can jump 2.0 m high on the earth. Up to what height he can jump ...

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  4. If the radius of the Earth shrinks by 2%, mass remaing same, then how ...

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  5. Two lead spheres of 20 cm and 2 cm diametre respectively are planet wi...

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  6. At what height from the surface of earth will the value of g be reduce...

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  7. A body weighs 64 N on the surface of Earth. What is the gravitational ...

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  8. Find the percentage decrease in the wight of the body when taken to a ...

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  9. A body hanging from a spring stretches it by 2 cm at the earth's surfa...

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  10. An object weighs 10 N at north pole of Earth. In a geostationary satel...

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  11. At what depth from the surface of earth, the value of acceleration due...

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  12. Assuming the Earth to be a sphere of uniform mass density, how much wo...

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  13. Find the percentage decrease in the weight of the body when taken 64 k...

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  14. Determine the speed with which the earth would have to rotate on its a...

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  15. Calculate that imaginary angular velocity of the Earth for which effec...

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  16. Suppose Earth is perfect sphere of radius 6.4 xx 10^(6) m. It is rota...

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  17. Determine the gravitational potential on the surface of earth, given t...

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  18. Two masses 800 kg and 600 kg are at a distance 25 cm apart. Compute th...

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  19. At a point above the surface of Earth, the gravitational potential is ...

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  20. Three particles, each of mass m are placed at the vertices of an equil...

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