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Prove that rule for surface of revolution is of given value

If we take take a curve z = f(y) in the yz-plane and revolve it about the z-axis, we obtain a surface of revolution in space. What do the level curves look like? Prove that the rule for the surface of revolution thus obtained is z= f(√(x² + y²)). Use this result to deduce that the equation x²+ y²+ 2x + 2y - z²+ 2 = 0 defines a cone in space.

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Mathematics: Prove that rule for surface of revolution is of given value

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Solution Preview :

Prepared by a verified Expert

Mathematics: Prove that rule for surface of revolution is of given value

Reference No:- TGS0698742

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Recent Questions Asked Mathematics

Q : How much will richard''s tax liability decline

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Q : Prove that rule for surface of revolution is of given value

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Solution Preview :

Prepared by a verified Expert

Mathematics: Prove that rule for surface of revolution is of given value

Reference No:- TGS0698742

Recent Questions Asked Mathematics

Q : How much will richard''s tax liability decline

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Q : Prove that rule for surface of revolution is of given value

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Q : Velocity of the body

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