The velocity a planet of mass m with circular orbit is given by $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$ where v_o in m/s is a constant,and

\omega

is the angular velocity.Its position vector is $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$ .The angular momentum of the planet about the center of the orbit is
A) $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$ mv_or_o $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$
B)mv_or_o $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$
C)mv_or_o (2 sin

\omega

t cos

\omega

t) $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$
D) $The velocity a planet of mass m with circular orbit is given by where vo in m/s is a constant,and \omega is the angular velocity.Its position vector is .The angular momentum of the planet about the center of the orbit is A) mvoro B)mvoro C)mvoro (2 sin \omega t cos \omega t) D) mvoro (2 sin \omega t cos \omega t) E)none of the above$ mv_or_o (2 sin

\omega

t cos

\omega

Consider Earth as a Uniform Sphere of Diameter 12 ×\times× 106 M,with a Mass of the 5

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Consider Earth as a Uniform Sphere of Diameter 12 $\times$ 10⁶ M,with a Mass of the 5

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