Calculate the force between the sun and jupiter. Assume that the mass of the sun `=2xx10^30` kg, the mass of the jupiter = `1.89xx10^27` kg and the radius of the jupiter 's orbit =`7.73xx10^11m` .
(Use `G=6.67xx10^(-11) Nm^2 //kg^2` )

Explanation

Given : Mass of the sun `(m_1) =2xx10^30kg`
Mass of jupiter `(m_2) = 1.89xx10^27kg`
Radius of jupiter's orbit (r ) `=7.73xx10^11m` ,
Gravitational constant (G) `=6.67xx10^(-11) Nm^2//kg^2`
To find : Force (F)
Formula : `F=(Gm_1m_2)/(r^2)`
`F=(6.67xx10^(-11) xx2 xx10^30xx1.89xx10^27)/((7.73xx10^11)^2)`
`=(6.67xx3.78)/(7.73xx7.73) xx10^24 = (25.21)/(59.75)xx10^24`
`F=4.219xx10^23 N`