Question 4 A charge +q is suspended a distance d/2 above the centre of a flat square surface with side-length d. (a) Can the electric flux through the square surface be calculated using ΦE = E→⋅A→? Explain your answer. (b) Calculate the electric flux through the square surface using Gauss's law, and explain your reasoning. Question 5 Four identical charges, each with charge q, have been placed on the corners of a square with side-length L. How much work would you need to perform in order to move the charges to the corners of a square with side-length 3L? Answer: Wex = −14πϵ0 q2 L23[4+2]

Question 4 A charge +q is suspended a distance d/2 above the centre of a flat square surface with side-length d. (a) Can the electric flux through the square surface be calculated using ΦE = E→⋅A→? Explain your answer. (b) Calculate the electric flux through the square surface using Gauss's law, and explain your reasoning. Question 5 Four identical charges, each with charge q, have been placed on the corners of a square with side-length L. How much work would you need to perform in order to move the charges to the corners of a square with side-length 3L? Answer: Wex = −14πϵ0 q2 L23[4+2]

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Question 4 A charge + q is suspended a distance d / 2 above the centre of a flat square surface with side-length d . (a) Can the electric flux through the square surface be calculated using Φ E = E A ? Explain your answer. (b) Calculate the electric flux through the square surface using Gauss's law, and explain your reasoning.
Question 5 Four identical charges, each with charge q , have been placed on the corners of a square with side-length L . How much work would you need to perform in order to move the charges to the corners of a square with side-length 3 L ? Answer: W ex = 1 4 π ϵ 0 q 2 L 2 3 [ 4 + 2 ]

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