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A cylindrical shell, with inner radius p .outer radius e, , and length /. contains a total charge Q that is uniformly distributed all throughout its volume. Determine the total energy stored in this region by completing the expressions below: [A] E = [B] [K] U = [L] [C]D] [G]" [F]" (E] Note that [D] contains the differential elements only. Hint: You will use Gauss's Law to obtain the electric field within the region. v [A] A. P=P, to p=P v [B] B. p =0 to o =2n v [C] C. None of the choices v [D] D. dr de do v [E] 2-p v [F] v (G] F. v [K] v [L] H. 2 =0 to z=L I. J. K. Q? L. dpdpdz

A cylindrical shell, with inner radius p .outer radius e, , and length /. contains a total charge Q that is uniformly distributed all throughout its volume. Determine the total energy stored in this region by completing the expressions below: [A] E = [B] [K] U = [L] [C]D] [G]" [F]" (E] Note that [D] contains the differential elements only. Hint: You will use Gauss's Law to obtain the electric field within the region. v [A] A. P=P, to p=P v [B] B. p =0 to o =2n v [C] C. None of the choices v [D] D. dr de do v [E] 2-p v [F] v (G] F. v [K] v [L] H. 2 =0 to z=L I. J. K. Q? L. dpdpdz

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A cylindrical shell, with inner radius p outer radius e, and length L, contains a total charge Q that is uniformly distributed all throughout its volume. Determine the total energy stored in this region by completing the expressions below: [A] E = [B] [K] U = [C]]D] [L] [G]" [F] [E] Note that [D] contains the differential elements only. Hint: You will use Gauss's Law to obtain the electric field within the region. v [A] A. P=Pa to p=P b v [B] B. p =0 to p =2n v [C) c. None of the choices v [D] D. dr de dp v JE E. 2TE 2- v [F v [G] v [K] v [L] H. z=0 to z=L I. - (p?-p.) K. Q2 L dpdфdz M.e(p²-p.")
Transcribed Image Text:A cylindrical shell, with inner radius p outer radius e, and length L, contains a total charge Q that is uniformly distributed all throughout its volume. Determine the total energy stored in this region by completing the expressions below: [A] E = [B] [K] U = [C]]D] [L] [G]" [F] [E] Note that [D] contains the differential elements only. Hint: You will use Gauss's Law to obtain the electric field within the region. v [A] A. P=Pa to p=P b v [B] B. p =0 to p =2n v [C) c. None of the choices v [D] D. dr de dp v JE E. 2TE 2- v [F v [G] v [K] v [L] H. z=0 to z=L I. - (p?-p.) K. Q2 L dpdфdz M.e(p²-p.")
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