## Electric Field Superposition Principle Activity### Instructions9. Pull the required charges to obtain the arrangements shown below (one at a time). Use the superposition principle and: a. **Draw the net electric field** at the position of the E-field sensor. b. **Write an expression** for the net electric field at the position of the E-field sensor (show all your work). c. **Find the magnitude and direction** of the net electric field at the position of the E-field sensor (click on “show numbers” and verify your answers). **Note:** All charges are fixed at the grid, and 1 box = 0.1 m.### Diagram Overview- **Top Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned above them. - **Middle Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned between them. - **Bottom Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned below them.Each grid is marked with a scale where 1 box corresponds to 0.1 meters, providing a spatial context for placing charges and the sensor. Use this setup to analyze and calculate the net electric fields based on charge configurations.

Consider the charge having magnitude q.

9. Pull the required charges to obtain the arrangements shown below (one at the time). Use the superposition principle and: a. Draw the net electric field at the position of the E-field sensor. b. Write an expression for the net electric field at the position of the E-field sensor (show all your work). c. Find the magnitude and direction of the net electric field at the position of the E-field sensor (click on "show numbers" and verify your answers Note all charges are fixed at the grid, and 1 box = 0.1 m.

9. Pull the required charges to obtain the arrangements shown below (one at the time). Use the superposition principle and: a. Draw the net electric field at the position of the E-field sensor. b. Write an expression for the net electric field at the position of the E-field sensor (show all your work). c. Find the magnitude and direction of the net electric field at the position of the E-field sensor (click on "show numbers" and verify your answers Note all charges are fixed at the grid, and 1 box = 0.1 m.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Concept explainers

Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

Question

## Electric Field Superposition Principle Activity

### Instructions

9. Pull the required charges to obtain the arrangements shown below (one at a time). Use the superposition principle and:

a. **Draw the net electric field** at the position of the E-field sensor.

b. **Write an expression** for the net electric field at the position of the E-field sensor (show all your work).

c. **Find the magnitude and direction** of the net electric field at the position of the E-field sensor (click on “show numbers” and verify your answers).

**Note:** All charges are fixed at the grid, and 1 box = 0.1 m.

### Diagram Overview

- **Top Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned above them.

- **Middle Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned between them.

- **Bottom Diagram:** Two positive charges placed on the grid, with the E-field sensor positioned below them.

Each grid is marked with a scale where 1 box corresponds to 0.1 meters, providing a spatial context for placing charges and the sensor. Use this setup to analyze and calculate the net electric fields based on charge configurations.

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