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Evaluate at the Point Whose Spherical Coordinates Are $\omega$

Question 174

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Evaluate $Evaluate at the point whose spherical coordinates are if \omega = (x2 - 2y + z)2 and x = \rho sin \varphi cos \theta , y = \rho sin \varphi sin \theta , z = \rho cos \varphi .$ at the point whose spherical coordinates are $Evaluate at the point whose spherical coordinates are if \omega = (x2 - 2y + z)2 and x = \rho sin \varphi cos \theta , y = \rho sin \varphi sin \theta , z = \rho cos \varphi .$ if $\omega$ = (x² - 2y + z)² and x = $\rho$ sin $\varphi$ cos $\theta$ , y = $\rho$ sin $\varphi$ sin $\theta$ , z = $\rho$ cos $\varphi$ .

Evaluate at the Point Whose Spherical Coordinates Are ω \omega ω

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Evaluate at the Point Whose Spherical Coordinates Are $\omega$

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