Triple Integral in Cylindrical Coordinates question Convert from Cartesian to Cylindrical limits of integration -2 to 2 limits of integration -sqrt(4-y^2) to sqrt(4-y^2) limits of integration sqrt(x^2 + y^2) to z of the function xz dzdydz I understand the second two limits of integration and was under the impression that since the first limits (-2 to 2 for y) would be turning into theta, wouldn’t the limits change to -3pi/2 to pi/2? The homework solution says it is 0 to 2pi however..
Triple Integral in Cylindrical Coordinates questionConvert from Cartesian to Cylindricallimits of
integration -2 to 2
limits of integration -sqrt(4-y^2) to sqrt(4-y^2)
limits of integration sqrt(x^2 + y^2) to z
of the function xz dzdydz
I understand the second two limits of integration and was under the impression that since the first limits (-2 to 2 for y) would be turning into theta, wouldn’t the limits change to -3pi/2 to pi/2? The homework solution says it is 0 to 2pi however..
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