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I am actually looking for limits of that integral before the integration those are the ones that are hard to get

If you need a function that will handle multi-dimensional arrays, you must specify the following sizes inside the square brackets

a. all sizes except the last dimension
b. all sizes except the...

The following function declaration guarantees the values in the array argument are not changed.

void function1(int array[ ], int numElements);

Hi, thank you for your answer, I have the mathematica program and it is very nice to have it specially when taking some calculus classes. However, the feedback regarding your answer is that the...

Convert the integral from rectangular coordinates to spherical coordinates.
it is a triple integral.. from left to right

Integ (-2 to 2), integ (sqrt [4-x^2] to -sqrt[4-x^2]), iteg (x^2+y^2) to...

Is this your integral:

\int_{-2}^{2} \;\ \int_{\sqrt{4-x^{2}}}^{\sqrt{4-x^{2}}} \;\ \int_{x^{2}+y^{2}}^{4}x \;\ dzdydx

If so, note that in spherical coordinates x={\rho}sin({\phi})cos({\theta})...

Please show the answer step by step... I know that it take around 2 pages but I would really appreciated if you show me the entire steps... thanks .

Convert the integral from rectangular...