The gravitational potential is a

scalar

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vector

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scalar based on the mass of the particle

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scalar or vector depending on the situation

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Solution

The correct option is A scalar
The gravitational potential is a scalar
The correct option is (a)

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Similar questions

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

V = 20 (x + y) J / k g

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

0.5 k g

placed at the origin.

Q. A particle of mass

M

is placed at the centre of a uniform sperical shell of mass

2 M

and radius

R .

The gravitational potential on the surface of the shell is

Q. A particle of mass

M

is placed at the center of a uniform spherical shell of mass

2 M

and radius

R

. The gravitational potential on the surface of the shell is :

Q. Gravitional constant depends on mass or not.

The gravitational potential in a region is given by $V = 20 N k g^{- 1}$ (x + Y). (a) show that the equation is dimensionally correct. (b) Find the gravitational field at the point (x,y), Leave your answer in terms of the unit vectors $\to i, \to j, \to K .$ N $k g^{- 1}$ (c) Calculate the magnitude of the gravitational force on a particle of mass 500 g placed at the origin.

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The gravitational potential is a

The correct option is A scalarThe gravitational potential is a scalarThe correct option is (a)

The correct option is A scalar
The gravitational potential is a scalar
The correct option is (a)