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Let V = 2xy²z³ and ɛ Eo. Given point P(1, 2, -1), find: (a) V at point P; (b) Ē at point P; (c) p, at pint P; (d) the equation of the equipotential surface passing through point P; (e) Does V satisfy Laplace's equation?

Let V = 2xy²z³ and ɛ Eo. Given point P(1, 2, -1), find: (a) V at point P; (b) Ē at point P; (c) p, at pint P; (d) the equation of the equipotential surface passing through point P; (e) Does V satisfy Laplace's equation?

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Let V = 2xy²z³ and ɛ = Eo. Given point P(1, 2, -1), find: (a) V at point P; (b) E at point P; (c) py at pint P; (d) the equation of the equipotential surface passing through point P; (e) Does V satisfy Laplace’s equation?
Transcribed Image Text:Let V = 2xy²z³ and ɛ = Eo. Given point P(1, 2, -1), find: (a) V at point P; (b) E at point P; (c) py at pint P; (d) the equation of the equipotential surface passing through point P; (e) Does V satisfy Laplace’s equation?
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