Engineering > QUESTIONS & ANSWERS > University of Ontario Institute of Technology ENGR 2520TUTORIAL 6 (All)

University of Ontario Institute of Technology ENGR 2520TUTORIAL 6

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TUTORIAL 6 Q1. If D = (2y2 + z) ax + 4xy ay + x az C/m2, find (a) The volume charge density at (- 1, 0, 3) (b) The flux through the cube defined by 0  x  1, 0  y  1, 0  z  1 (c) ... The total charge enclosed by the cube Q2. A charge distribution in free space has v = 2r nC/m3 for 0  r  10 m and zero otherwise. Determine E at r = 2 m and r = 12 m. Q3. If point charge 3 C is located at the origin in addition to the two charges - 4 C and 5 C are located at (2, - 1, 3) and (0, 4, - 2) , respectively. Find the potential at (-1, 5, 2) assuming V() = 0. Q4. Given that E = (3x2 + y) ax + x ay kV/m, find the work done in moving a -2 C charge from (0, 5, 0) to (2, -1, 0) by taking the path (a) (0, 5, 0)  (2, 5, 0)  (2, -1, 0) (b) y = 5 - 3x [Show More]

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