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A satellite of mass 200 kg revolves around a planet of mass 5×1030 kg in a circular orbit of radius 6.6×106 m. Binding energy of the satellite is

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Important Questions on Gravitation

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Escape velocity of an atmospheric particle which is 1000 km above the earth's surface, is (radius of earth is 6400 km and g=9.8 ms-2)
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The ratio of kinetic energy required to be given to the satellite to escape from earth's surface to the kinetic energy required to be given to the same satellite to revolve around the earth in an orbit just above earth's surface, is
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A satellite is revolving around earth in a circular orbit at a uniform speed v. If gravitational force suddenly disappears, speed of the satellite will be
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Mark the correct statement

(i) Escape velocity does not depend on mass of body

(ii) If total energy of a satellite becomes positive, it escapes from earth

(iii) Orbit of geostationary orbit is called parking orbit

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If escape velocity on the surface of earth is 11.2 km s-1 then the escape velocity from  a planet whose mass is same as that on earth and radius 19 that of earth is
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The distance of two planets from sun are nearly 10 10 m and 109 m respectively. Their time period of rotation around the sun will be in the ratio of
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At what depth from the earth surface, the value of acceleration due to gravity will be half as that on the surface of earth? ( R is radiusof earth )
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Which one of the following plots represent the variation of gravitational potential V with distance r due to a thin spherical shell of radius?(r is measured from the center of shell)