Two Conductors With Concentric Radii R1 And 12 Are Placed In Such A Way That Their Circle Centers Are The Origin While 1 (20.24 KiB) Viewed 57 times
answer should be one of this
Two Conductors With Concentric Radii R1 And 12 Are Placed In Such A Way That Their Circle Centers Are The Origin While 2 (54.53 KiB) Viewed 57 times
Two conductors with concentric radii r1 and 12 are placed in such a way that their circle centers are the origin. While there is a charge Q1 on the circle of radius r1, there is a charge of Q2 on the circle of radius 12 and a charge of Q3 at the origin. Accordingly, in order for the amplitude of the electric field at point A to be equal to the amplitude of the electric field at point C, Q2 (nC) can be which of the following. r1=0,7 m 12=1,1 m Q1=6,3 nC Q3=1,1 nC A(0,21 0,35; 0,42) m B(0,3; 0,5; 0,6) m C(1,05; 1,75; 3) m 1-3,14161 02 as a1 36 Y 10-
O a. 34,82 O b. -5,20 O c. 234,41 O d. 0 O e. hiçbiri / none of these Of. 7,40
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