All charged rods have the same length and the same linear charge density (+ or -). Light rods are positively charged, and dark rods are negativelt charged. For which arrangement below would be the magnitude of the electric feld at the origin bethe largest? 
Eletric field is maximum in case of diagram-6.
Field due to positive charge is outward and due to negative charge is inward.
Detailed explanation is enclosed
Two uniformly charged rods are positioned horizontally as shown. The top rod is positively charged and the bottom rod is negatively charged. The total electric field at the origin:
1. (15 points) The figure below shows portions of two very long rods that have a uniformly-distributed net charge. The top rod has a uniform negative linear charge density of -12 C/m, and the bottom rod has a uniform negative linear charge density of -4 /HC/m. At each of the points on the diagram, indicate the direction and relative magnitude of . the electric field due to the top rod, Er, . the electric field due to the bottom rod,...
A positively charged rod of length L 0.260 m with linear charge density 2 = 1.97 mc/m les along the x ads as in the figure. Find the electric field at the position Pa distance 0.385 m away from the origin. (Express your answer in vector form.) N/C
A positively charged rod of length L = 0.220 m with linear charge density = 2.71 mc/m lies along the x axis as in the figure. Find the electric field at the position Pa distance 0.335 m away from the origin (Express your answer in vector form.) N/C р Submit Answer
A positively charged rod of length L -0.220 m with linear charge density 1 - 2.07 mC/m lies along the x axis as in the figure. Find the electric field at the position Pa distance 0.395 m away from the origin. (Express your answer in vector form.) N/C Sub Arwwer
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6. DETAILS KATZPSEF1 24.P.024.MI. ASK YOUR TEACHER A positively charged rod of length - 0.220 m with linear charge density - 2.63 mc/m lies along the x axis as in the figure. Find the electric field at the position Pa distance 0.405 m away from the origin (Express your answer in vector form.) NC Submit Answer
Guided Problem 24.4 Charged rod, cubed An infinitely long, positively charged rod whose linear charge density is 1, runs through a cube of side length a. The rod passes through the cube's center and is perpendicular to the top and bot- tom faces. Use integration to determine the electric flux through each face. MERA Pro
4. Two charged rods are arranged as shown in the figure. Each rod has a charge per unit length of 2 c/m. Find the Electrical Field and the potential at the origin. 3m 1m 1m 3m
Problem 1 (30 points) Two uniformly charged rods with charge Q and length L lie along the z-axis as shown in the figure (rods have been fixed in their positions, so they cannot move). (a)(15pts.) Find the electric field created by the left rod at point I where = > L. (b)(15pts.) Find the electric force on the right rod that is applied by the left rod.