29–30 Evaluate the
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Chapter 15 Solutions
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- √1-x² [²₁²³ [" (2²³ + 1²³) dz dy de to cylindrical coordinates and L evaluate the result. (Think about why converting to cylindrical coordinates makes sense.) 2. Convert the integralarrow_forwardCalculus 3 Module: Line Integralarrow_forward4-x² 12. Use a change to polar coordinates to evaluate the integral dy dr.arrow_forward
- 1 1/² x² + y² + z² and evaluate it. (Think about why converting to spherical coordinates makes sense.) 3. Convert the integral √4-x² 4-x²-y² dz dy dx to spherical coordinatesarrow_forwardmanipulate equation to find 'v'arrow_forwardConverting into cylindrical coordinates the integral r9-(x²+y²) 9-a2 ydzdrde 9-x2arrow_forward
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