Physics 2 questions below. If possible may you type the work on how to calculate the problems. Thank you.

2. [10] The figure below shows a long conducting cylinder of radius 6mm with a hollow core of radius 2 mm. A string runs down the center of the hollow core. There is a charge density of 1 = -2 /C/m on the string. Find the electric field at the 6 points Xia, X2a, X3a, Xib, X2b, and X3b. The points are defined in cylindrical coordinates, but give the components of E in Cartesian coordinates shown in the figure. 3 string Side View ( insulator ) 6 mm 2 with AQ 19 =Y air conducting cylinder use |E = ( E x , E q , F2 ) . U r X 1Q = ( 0 1 0 ) E ( Xia ) : End view a X , a = ( 0 , 4 0 ) E (x ,.) = Xza = (0, 12, 0 ) E ( X sa ) = * Ib = (0 , 1 , 90 " ) E ( Xis ) = X 21 = (0, 4, 90) E ( X2b ) : X36 = (0, 12 , 90' ) E ( X,b)