Using Newton's gravitational force equation
$F=(Gm_1m_2)/(r^2)$
and assuming that the mass of is
$m_1=5.972*10^24kg$
and $m_2$ is the given mass of the moon with $G$ being
$6.674*10^-11Nm^2/(kg)^2$
gives $1.989*10^20 kgm/s^2$ for $F$ of the moon.
Repeating this with $m_2$ as the mass of gives
$F=5.375*10^27kgm/s^2$
This gives the moon's gravitational force as $3.7*10^-6%$ of the Sun's gravitational force.