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[15 Points] The figure shows a rod with its central axis along the y-axis and a ring with its central axis along the x-axis. • The rod, located at a distance y = 13 [cm] from the origin, has a length L = 5 [cm] and a charge Qrod = 85 [pc] uniformly distributed. . The ring, located at a distance d = 23 [cm] from the origin, has a radius R = 8 [cm] and a charge Qring = 79 [pC) uniformly distributed. y [cm] 0 Ө R d‒‒‒‒‒ x [cm]
1. [2 Points] Calculate the magnitude of the electric field created by the rod at the origin. Erod = 32.69 [N/C] 2. [2 Points] What is the direction of the electric field vector created by the rod at the origin. Downward 3. [2 Points] Calculate the magnitude of the electric field created by the ring at the origin. Ering = 11.32 [N/C] 4. [2 Points] What is the direction of the electric field vector created by the ring at the origin. To the right = 5. [2 Points] Calculate the linear charge density of the rod and select the corresponding unit. Arod = 1.7*10^(-9) C/m = 1.57 10^(-10) 4 6. [2 Points] Calculate the linear charge density of the ring. Aring 7. [3 Points] The rod is moved upward so that the magnitude of the electric field of the rod is now 16. 6 [N/C]. Find the new distance y between the origin and the rod
the origin. Erod = 32.69 [N/C] 2. [2 Points] What is the direction of the electric field vector created by the rod at the origin. Downward 3. [2 Points] Calculate the magnitude of the electric field created by the ring at the origin. Ering = 11. To the left Downward 4. [2 Points] Wh Upward ring at the origin✓ To the right 5. [2 Points] Calculate the linear charge density of the rod and select the corresponding unit. Arod 1.7 10^(-9) of the electric field vector created by the y= 19.11 [cm] C/m # 6. [2 Points] Calculate the linear charge density of the ring. Aring 1.57 10^(-10) 7. [3 Points] The rod is moved upward so that the magnitude of the electric field of the rod is now 16.6 [N/C]. Find the new distance y between the origin and the rod.