The radius and density of two artificial satellites are $R_{1}$ , $R_{2}$ and $ρ_{1}$ , $ρ_{2}$ respectively. The ratio of accelerations due to gravity on them will be:
$\frac{R_{2} ρ_{2}}{R_{1} ρ_{1}}$
$\frac{R_{1} ρ_{2}}{R_{2} ρ_{1}}$
$\frac{R_{1} ρ_{1}}{R_{2} ρ_{2}}$
$\frac{R_{2} ρ_{1}}{R_{1} ρ_{2}}$

Question

Toppr Admin · Accepted Answer

G-GMR2 and-xA0-M-4-x3C0-R3-x3C1-3Therefore acceleration due to gravity- g-x221D-R-x3C1-So- a1a2-R1-x3C1-1R2-x3C1-2

The radius and density of two artificial satellites are R1 , R2 and ρ1, ρ2 respectively. The ratio of accelerations due to gravity on them will be:R2ρ2R1ρ1R1ρ2R2ρ1R1ρ1R2ρ2R2ρ1R1ρ2