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23 2 3 1. Given the vector à = 2x²yi + 3y²z³j + x²yz³ k, determine the divergence of A (divA) at point (-5, 2, 3).

23 2 3 1. Given the vector à = 2x²yi + 3y²z³j + x²yz³ k, determine the divergence of A (divA) at point (-5, 2, 3).

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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23 2 3 1. Given the vector A = 2x²y i + 3y²z³j + x²yz³ k, determine the divergence of A (div A) at point (-5, 2, 3). 2. Determine the curl of vector A ( curl A) at point (6,-3,- 2) if vector 24 A=xy'zi + 3yzj - 2xy²z¹ k. -xy 3. Find the directional derivative of function f(x, y) = ¹ + e e at point (2,-2) in the
Transcribed Image Text:23 2 3 1. Given the vector A = 2x²y i + 3y²z³j + x²yz³ k, determine the divergence of A (div A) at point (-5, 2, 3). 2. Determine the curl of vector A ( curl A) at point (6,-3,- 2) if vector 24 A=xy'zi + 3yzj - 2xy²z¹ k. -xy 3. Find the directional derivative of function f(x, y) = ¹ + e e at point (2,-2) in the
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