Question

(11 %) Problem 9: An infinitely long rod lies along the y-axis and cames a uniform linear charge density λ ,SIC/n. A flat rectangular surface is situated parallel to the y-z plane with one corner at (x1,0,0) and the opposite corner at (x1y21) were x-9cm,y = 2 cm, and z,-15.0 cm. Refer to the figure, where the x-axis points out of the screen z-axis y-axis Otheespertta.com -V 25% Part (a) Consider an arbitrary point on the rectangular surface with coordinates (x1 Enter an expression for the x-component of the electric field at this point due to the charged rod. Give your answer in terms of xi y.z. A, and the Coulomb constant k 25% Part (b) Consider a small rectangular region of width dy and height dz located at an arbitrary point r, y, z on the rectangular surface we are considering. Enter an expression for the flux through that small region in terms of given and defined quantities. Integrate the electric fux over the horizontal strip Osys y to obtain an equation for the electric fux through the horizontal strip of height dz. Treat z and dz as constants in this integration. Enter the expression you find. 25% Part (d) Now integrate your result from part (c) over0s z szi and use the result to calculate the electric flux, ¡n kN.m20 through the whole rectangular surface Grade Summary Dad ctions 16% Potential 84% Submissions Amempts remaining 1 4 5 6 .1 2 3 cotan0 asin0 detailed view

Can you solve part(d) please.

Answer 1