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Perform the indicated operations involving cylindrical coordinates.Find the cylindrical coordinates of the points whose rectangular coordinates are (a) $(\sqrt{3}, 1,7),(\mathrm{b})(0,4,1)$
Calculus 3
Chapter 29
Partial Derivatives and Double Integrals
Section 2
Curves and Surfaces in Three Dimensions
Partial Derivatives
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Lectures
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In mathematics, a vector (…
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in the problem we have to find the cylindrical coordinate from the rectangular coordinates. So here we have. But a So the given corn, it's a 317 No R is equal to root Uvarov, X squared plus y squared. This is equal to route over of three plus one. That is equal to two. He dies equal to dying worse. Why upon X? Or it is equal to turn in verse one upon road over of three. This is equal to pi upon six and GT is equal to seven. So the answer to this problem is to buy upon six and seven. In part we we have the coroner says 04 and one Now tita. Sorry, first of all we'll find odd. R. R. Is equal to route over off X squared plus y square. This is the equal to loot over off for the square. This is equal to food. Theta is equal to turn and worse via panics. Oh this is equal to turning worse. 4.0 which is equal to china, reverse infinity. This is equal to by a 0.2 debt is equal to one, so this become 45.2 and one. So we have this as the answer to the problem.
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