In a planetory motion the areal velocity of a position vector of a plane depends on the angular velocity. And the distance of the planet from the sun is r then the relation for areal velocity is

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Arun · Answer

Dear student I am using @ for proportional sign dA/dt = L/2m @ v*r @ w*r&sup2; Regards Arun (askIITians forum expert)

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In a planetory motion the areal velocity of a position vector of a plane depends on the angular velocity. And the distance of the planet from the sun is r then the relation for areal velocity is

In a planetory motion the areal velocity of a position vector of a plane depends on the angular velocity. And the distance of the planet from the sun is r then the relation for areal velocity is

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In a planetory motion the areal velocity of a position vector of a plane depends on the angular velocity. And the distance of the planet from the sun is r then the relation for areal velocity is

In a planetory motion the areal velocity of a position vector of a plane depends on the angular velocity. And the distance of the planet from the sun is r then the relation for areal velocity is

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Other Related Questions on Mechanics

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