Question

and positive z pointing out of the page. A rectangular box sits aligned with the x, y, and z axes, with one corner at the origin, and the opposite corner at < 0.5, 0.4, 0.3 > meters. (In other words, the box is 0.5 meters long in the x direction, 0.4 meters tall in the y direction, and 0.3 meters deep in the z direction). Along the left side of the box (the part on the y-z plane), the electric field is < 3, 0, 0 > N/C. Along the right side of the box, the electric field is < 4, 0, 0 > N/C. Along the back of the box (the part on the x-z plane), the electric field is < 2,-3, 4 > N/C. Along the front of the box, the electric field is < 2, 0,-3 > NC. Along the bottom of the box (the part on the x-y plane), the electric field is < 5, 3, 0 > N/C. Along the top of the box, the electric field is<-4, 3, -2> N/C. Use Gauss' Law to determine the total charge inside the box.

Answer 1

t) 3^ 3A.oi-eOK N/c. E,_ ,. = Anti ds 腸乞1 0-4 8 Arsi 5지0