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Gravitational Potential Energy

The gravitati...

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The gravitational field in a region is given by g(vector)=(5N/kg i^) + (12N/kg j^). The change in the gravitational potential energy of a particle on mass 2 kg when it is taken from the origin to a point (7m,-3m) is

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Q. The gravitational filed in a region is given by

\to g = 5 N / k g^i + 12 N / k g^j

. The change in the gravitational potential energy of a particle of mass

2 k g

when it is taken from the origin to a point

(7 m - 3 m)

Q. The gravitational field in a region is given by

\to E = (5 N {k g}^{- 1}) \to i + (12 N {k g}^{- 1}) \to j

. Find the change in gravitational potential energy if a particle of mass

2 k g

is taken from the origin to the point

(12 m, 5 m)

Q. The gravitational field in a region is given by equation

\to E = (5^i + 12^j) N / k g

. If the particle of mass

2 k g

is moved from the origin to the point

(12 m, 5 m)

in this region, the change in gravitational potential energy is:

Q. The gravitational field in a region is given by,

\to E = 5 N / k g^i + 12 N / k g^j

If the origin is taken as zero potential energy, then the magnitude of potential energy at (0, 5) is for

1 k g

mass in joule is

Q. The gravitational field in a region is given by

\to E = (5 N {k g}^{- 1}) \to i + (12 N {k g}^{- 1}) \to j

. Find the magnitude of the gravitational force acting on a particle of mass

2 k g

placed at the origin

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