The gravitatiional potential at a place varies inverely proportional to `x^(2)` (i.e. `V=k//x^(2)`), the gravitational field at that place is

Gravitational potential in x-y plan varies with x and y coordinates as V = x^(2)y+2xy Find gravitational field strength E .

Gravitational potential in x-y plan varies with x and y coordinates as V = x^(2)y+2xy Find gravitational field strength E .

The gravitational potential due to a mass distrubution is given by V=(8x)/(x^(2)+p^(2)) . Find gravitational field at x = p.

The gravitational potential due to a mass distrubution is given by V=(8x)/(x^(2)+p^(2)) . Find gravitational field at x = p.

If gravitational potential is V = xy^(2) , find the gravitational field at (2,1)

If gravitational potential is V = xy^(2) , find the gravitational field at (2,1)

(a) If gravitational field is given by vecE=-2xhati-3y^(2)hatj . If gravitational potential is zero at (0,0) , find potential at (1,2) (b) If gravitational potential is V=x^(2)Y , find gravitational field at (1,2) .

The gravitational potential in a region by V = (20x + 40y)j/kg. Find out the gravitational field (in newton /kg) at a point co-ordinates (2,4). Also find out the magnitude of the gravitational force on a particle of 0.250 kg placed at the point (2,4) .