Two masses `90kg` and `160 kg` are `5m` apart. The gravitational field intensity at a point `3m` from `90kg` and `4m` from `160 kg` is

Masses 4kg and 36 kg are 16 cm apart. The point where the gravitational field due to them is zero is

Masses 2kg and 8kg are 18cm apart. The point where the gravitational field due to them is zero, is

Two solid spheres of radius 10 cm and masses 800 kg and 600 kg, are at a distance 0.25 m apart. Calculate the gravitation field intensity at a distance 0.20 m from the 800 kg sphere and 0.15 m from the 600 kg sphere and does not lie on the line joining their centres. Given, G=6.6×10−11N−m2kg−2 .

Masses 8 kg and 2 kg are 18 cm apart. The point where the gravitational field due to the masses is zero is

Two masses 90 kg and 160 kg are at a distance 5 m apart. Compute the magnitude of intensity of the gravitational field at a point distance 3 m from the 90 kg and 4m from the 160 kg mass. G=6.67xx10^(-11)kg^(-2)

Two masses 800 kg and 600 kg are at a distance of 0.25 m apart. Calculate the gravitational potential at a point distant 0.02 m from 800 kg mass and 0.15 m from 600 kg mass. G=6.67xx10^(-11)N*m^2*kg^(-1) .

Two Masses 90 kg and 160 kg are separated by a distance of 5 m. The magnitude of intensity of the gravitational field at a point which is at a distance 3 m from the 90 kg mass and 4 m from the 160 kg mass is (Universal gravitational constant, G = 6.67 xx 10^(-11) N - m^(2) kg ^(-2) ).

Two masses 800 kg and 600kg are at a distance 0.25 m apart. Calculate the magnitude of the gravitational intensity at a point distant 0.20 m from the 800 kg and 0.15 m from the 600 kg mass. G = 6.66 xx 10^(-11) Nm^(2) kg^(-2) .

Two bodies of masses 50 kg and 100 kg are at a distance 1m apart. The intensity of gravitational field at the mid-point of the line joining them is (in joules)