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(A) zero Surfaed askea (D) * 5N * m ^ 2 C- (D) 6 (C) 55 Nm² C-1 (C) σε (B) Five point charges 1/pi, 2/pi, 3/pi, 4/pi * and - 5/pi through the surface of the pyramid is nC are located inside a pyramid. The total electric flux (B) 90 Nm² C (A) 180 Nm² C?
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(A) zero Surfaed askea (D) * 5N * m ^ 2 C- (D) 6 (C) 55 Nm² C-1 (C) σε...
- **Given Data**
- Five point charges 1/π, 2/π, 3/π, 4/π, and -5/π nC located inside a pyramid
- Total electric flux through the surface of the pyramid is to be calculated
- **Calculating Total Electric Flux**
- The total electric flux through a closed surface is given by Gauss's Law: Φ = ∫E⋅dA = q/ε₀
- Since the charges are located inside the pyramid, the total flux is the sum of the flux due to each charge
- The electric flux due to a point charge q through a closed surface is q/ε₀
- Therefore, the total electric flux through the surface of the pyramid is the sum of the fluxes due to each charge
- **Calculations**
- The total flux = (1/π + 2/π + 3/π + 4/π - 5/π) / ε₀ = (5/π) / ε₀
- Given that ε₀ = 8.85 x 10^-12 C²/Nm²
- Therefore, the total electric flux = (5/π) / (8.85 x 10^-12) ≈ 180 Nm² C
- **Conclusion**
- The total electric flux through the surface of the pyramid due to the given point charges is approximately 180 Nm² C.
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(A) zero Surfaed askea (D) * 5N * m ^ 2 C- (D) 6 (C) 55 Nm² C-1 (C) σε (B) Five point charges 1/pi, 2/pi, 3/pi, 4/pi * and - 5/pi through the surface of the pyramid is nC are located inside a pyramid. The total electric flux (B) 90 Nm² C (A) 180 Nm² C?
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