Consider the electric field given by E = (2 x - 3 ) N/C, where x is in units of

Question

Consider the electric field given by E = (2 x - 3 ) N/C, where x is in units of meters. Now suppose we have a rectangular volume, a distance c from the y - z plane, with two edges length a and the third length b as shown in the figure. What is the outgoing flux through the left surface? Phileft = -2abc Phi left = -2abc Phi left = (3 - 2c)a b Phi left = 2ab Phi left = 2 c Phi left = 2abc Phi left = - 2ab Phi left = -3ab Phi left = (2c - 3)a b Phi left = -2 c Phi left = 3ab What is the outgoing flux through the front surface? Phifront = 0 Phifront = 3ab Phifront = (a + 2c)ab Phifront = abc Phifront = a2b Phifront = -3ab Phifront = -2ab Phifront = -(a + 2c)ab Phifront = -a2b Phifront = 2ab What is the outgoing flux through the back surface? Phiback = -3ab Phiback = 0 Phiback = (a + c)b Phiback = 3a2b Phiback = (a - c)b Phiback = -2ab Phiback = -3a2b Phiback = (c - a)b Phiback = 3ab Phiback = 2ab If a = 3.33 m, b = 6.7 m, and c = 16.1 m, find the total charge within the volume. The permittivity of free space is 8.85419 times 10-12 C2/N . m2. Answer in units of C

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