A cosmic body `A` moves to the sun with velocity `v_(0)`(when far from the sun) and aiming parameter `l`, the arm of the vector `v_(0)`, relative to the centre of the sun. find the minimum distance by which this body will get to the sun. mass of the sum is `M`.

A cosmic body `A` moves to the sun with velocity `v_(0)`(when far from

1.	A cosmic body `A` moves to the sun with velocity `v_(0)`(when far from the sun) and aiming parameter `l`, the arm of the vector `v_(0)`, relative to the centre of the sun. find the minimum distance by which this body will get to the sun. mass of the sum is `M`.
Answer» Correct Answer - `[(GM)/(v_(0)^(2))(sqrt((1+(d^(2)v_(0)^(4))/(G^(2)M^(2))))-1)]`

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A cosmic body `A` moves to the sun with velocity `v_(0)`(when far from the sun) and aiming parameter `l`, the arm of the vector `v_(0)`, relative to the centre of the sun. find the minimum distance by which this body will get to the sun. mass of the sum is `M`.

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