# Calculus 3 : Triple Integration in Cylindrical Coordinates

## Example Questions

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### Example Question #1 : Multiple Integration

Evaluate , where  is the region below the plane  , above the  plane and between the cylinders , and .

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We need to figure out our boundaries for our integral.

We need to convert everything into cylindrical coordinates. Remeber we are above the  plane, this means we are above .

The region  is between two circles , and .

This means that

### Example Question #1 : Multiple Integration

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### Example Question #3 : Multiple Integration

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### Example Question #4 : Multiple Integration

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### Example Question #5 : Multiple Integration

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### Example Question #1 : Triple Integration In Cylindrical Coordinates

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### Example Question #1 : Multiple Integration

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### Example Question #1 : Triple Integration In Cylindrical Coordinates

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### Example Question #9 : Multiple Integration

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### Example Question #1 : Triple Integrals

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