The SI unit of gravitational potential is:

Question

The SI unit of gravitational potential is: (A)  J  (B)  J-kg-1  (C)  J-kg  (D)  J-kg2

Tardigrade Admin · Accepted Answer

Gravitational potential text=( textwork/ textmass) Hence, SI unit of gravitational potential text=( textunit textof textwork/ textunit textof textmass) =(J/kg)=J-kg-1

Q. The SI unit of gravitational potential is:

$J$

$J - k g^{- 1}$

$J - k g$

$J - k g^{2}$

Gravitational potential $= \frac{work}{mass}$ Hence, SI unit of gravitational potential $= \frac{unit of work}{unit of mass}$ $= \frac{J}{k g} = J - k g^{- 1}$

Q. The SI unit of gravitational potential is:

J

J−kg−1

J−kg

J−kg2

Gravitational potential =masswork​ Hence, SI unit of gravitational potential =unitofmassunitofwork​ =kgJ​=J−kg−1

$J$

$J - k g^{- 1}$

$J - k g$

$J - k g^{2}$

Gravitational potential $= \frac{work}{mass}$ Hence, SI unit of gravitational potential $= \frac{unit of work}{unit of mass}$ $= \frac{J}{k g} = J - k g^{- 1}$