Respuesta :
The gravitational force between two objects can be calculated through the equation,
                 F = Gmâmâ/d²
Where F is force, G is gravitational constant, mâ and mâ are the masses of the objects, and d is distance between them.Â
(1) Gravitational force between Mars and Deimos,
                 F = Gmâmâ/(27000 km)²
(2) Gravitational force between Mars and Phobos,
                 F = Gmâ(6mâ)/(9000 km)²
Evaluating the values above, we can then conclude that Mars exerts stronger gravitational force on Phobos than Deimos.Â
                 F = Gmâmâ/d²
Where F is force, G is gravitational constant, mâ and mâ are the masses of the objects, and d is distance between them.Â
(1) Gravitational force between Mars and Deimos,
                 F = Gmâmâ/(27000 km)²
(2) Gravitational force between Mars and Phobos,
                 F = Gmâ(6mâ)/(9000 km)²
Evaluating the values above, we can then conclude that Mars exerts stronger gravitational force on Phobos than Deimos.Â
We have that the Mars exerts has a stronger gravitational force on Phobos then Deimos
Fp > Fd
Gravitational force Â
Question Parameters:
Generally the equation for Gravitational force   is mathematically given as
F = G(m1 m2)/(r)^2
Therefore
Force of Phobos:
[tex]Fp = G(m1 * 6m2)/(9000000m)^2 \\\\Fp= 7e(-14) * G m1 m2[/tex]
Force on Deimos
[tex]Fd = G(m1 * m2)/(23000000m)^2 Fd= 2e(-15) * G m1 m2[/tex]
Therefore ,Mars exerts has a stronger gravitational force on Phobos then Deimos
Fp > Fd
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