\"\"

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According to Newton’s Law of universal gravitation, the attractive force F between two bodies is given by

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\"\".

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Where \"\" are masses of two bodies.

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\"\" distance between two bodies.

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\"\" gravitational constant \"\".

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Let \"\" be the mass of the object.

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The mass of the earth \"\" is \"\".

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The mass of the moon \"\" is \"\".

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The distance from earth to moon  \"\" is \"\".

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Suppose \"\" is the distance between this object and earth, \"\" is the mass of the object,

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\"\" and \"\" are the masses of the earth and moon, respectively.

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Distance between the object and the moon is \"\" or \"\".

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\"\"

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Then the inequality can be written as :

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\"\".

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\"\"

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Subustiute the values of \"\", \"\", \"\" in the obtained inequality.

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\"\". \ \