Shown in the figure below is a line of charge. The total charge, Q is distributed uniformly fron x=0 to x=L. The point P is located a distance D from the origin. Q P Which is the natural coordinate system to use for this integral? O Cartesian O Spherical O Cylindrical How many dimensions should you integrate over? 0 2 0 3 O 1 Determine the length element, dL = Determine the charge element, do = Determine the distance, s = Determine the so-called, cos(a) = Determine the integrand, S Determine the lower bound of the integral: Determine the upper bound of the integral