Weight = Mass + Gravitational Acceleration (W = m + g)

Weight = Mass x Gravitational Acceleration (W = m x g)

Weight = Mass / Gravitational Acceleration (W = m / g)

Weight = Mass - Gravitational Acceleration (W = m - g)

F_g= Gm²/r

F=ma

F_g= Gr²/(m₁+m₂)

F_g= G (m₁m₂)/r²

The distance between two objects has no effect on the gravitational force

It increases

It stays the same

It decreases

F_g = 3.7*10^-8 N

F_g = 1.3*10¹² N

F_g = 1.1*10⁵ N

F_g = 7.2*10^-7 N

Universal gravitational constant

Combined masses of the two objects

Gravitational force

Dielectric constant

The masses are too small for the F_g value to be noticeable

Gravitational forces are not found on Earth

The radius between us and the objects is too great

Electrical forces overpower the gravitational forces

$3\times10^8\ ms^{-1}$

$6.67\ \times10^{-11}\ Nm^2kg^{-2}$

$6.63\times10^{-9\ }Nm^2$

mass, distance

speed, distance

momentum, mass