Two conductors with concentric radius r1 and r2 are placed in such a way that their center is at 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, if the amplitude of the electric field at point A is E= E₁, which of the following can be Q3 (nC)? r1=0,1 m r2=0,4 m Q1=3,4 nC Q2=2,2 nC A(0,07; 0,05; 0,07) m E₁=6292,68 V/m T=3,1416 02 /12 Q3 A 01 Ep= -10- 36m C O a. 0,0000 O b. 18,9200 O c. 8,6 O d. hiçbiri/ none of these O e. 14,2000 O E sonsuz/infinity Y ▷
Two conductors with concentric radius r1 and r2 are placed in such a way that their center is at 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, if the amplitude of the electric field at point A is E= E₁, which of the following can be Q3 (nC)? r1=0,1 m r2=0,4 m Q1=3,4 nC Q2=2,2 nC A(0,07; 0,05; 0,07) m E₁=6292,68 V/m T=3,1416 02 /12 Q3 A 01 Ep= -10- 36m C O a. 0,0000 O b. 18,9200 O c. 8,6 O d. hiçbiri/ none of these O e. 14,2000 O E sonsuz/infinity Y ▷
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