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Question 2 We are now going to look at a configuration of charges. We are given the following scenario. A rectangle has identical charges on the 3 of the corners where the length is 3x the breadth - the origin corner is unoccupied. The centre charge has a magnitude of double the charge on one of the occupied corners and has an opposite charge type. Develop an expression for the Electric Field at the unoccupied corner? Please use the full problem solving approach. 2Q +/-

Question 2 We are now going to look at a configuration of charges. We are given the following scenario. A rectangle has identical charges on the 3 of the corners where the length is 3x the breadth - the origin corner is unoccupied. The centre charge has a magnitude of double the charge on one of the occupied corners and has an opposite charge type. Develop an expression for the Electric Field at the unoccupied corner? Please use the full problem solving approach. 2Q +/-

College Physics
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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Can you do question 2 with explanations

1. A positive charge 2. A 5nC positive charge (how does the field differ to 1?) 3. A +1nC and a -1nC charge 18cm apart 4. Two lines of charge, one positive, one negative. Each charge in each line are 5cm from its two neighbours. The two lines of charge are 50cm apart from each other. What is the field strength inside near the middle? What happens to the electric field at the edges? What happens to the electric field outside this configuration? 5. Three equal point charges q are located on the y-axis at y = 0 and and at y = +d and y=-d. How does the electric field along the x-axis change? Question 2 We are now going to look at a configuration of charges. We are given the following scenario. A rectangle has identical charges on the 3 of the corners where the length is 3x the breadth – the origin corner is unoccupied. The centre charge has a magnitude of double the charge on one of the occupied corners and has an opposite charge type. Develop an expression for the Electric Field at the unoccupied corner? Please use the full problem solving approach. 2Q omep 4/- Question 3 We have discussed the importance of a constant E-field as generated by two parallel plates – the easiest way to do this. Consider such a scenario where the Two plates are 2.0 cm apart and the electric field strength between them is 1.0 * 104 N/C. An electron is launched at an angle of 63.25 degrees from the bottom positive plate. What is the maximum initial speed Vo the electron can have without hitting the negative plate? Please use the full problem solving approach. What is a key mntinn was not true, how would you approach finding a solution? horn? 0/hat if this assu xpproach mothod.
Transcribed Image Text:1. A positive charge 2. A 5nC positive charge (how does the field differ to 1?) 3. A +1nC and a -1nC charge 18cm apart 4. Two lines of charge, one positive, one negative. Each charge in each line are 5cm from its two neighbours. The two lines of charge are 50cm apart from each other. What is the field strength inside near the middle? What happens to the electric field at the edges? What happens to the electric field outside this configuration? 5. Three equal point charges q are located on the y-axis at y = 0 and and at y = +d and y=-d. How does the electric field along the x-axis change? Question 2 We are now going to look at a configuration of charges. We are given the following scenario. A rectangle has identical charges on the 3 of the corners where the length is 3x the breadth – the origin corner is unoccupied. The centre charge has a magnitude of double the charge on one of the occupied corners and has an opposite charge type. Develop an expression for the Electric Field at the unoccupied corner? Please use the full problem solving approach. 2Q omep 4/- Question 3 We have discussed the importance of a constant E-field as generated by two parallel plates – the easiest way to do this. Consider such a scenario where the Two plates are 2.0 cm apart and the electric field strength between them is 1.0 * 104 N/C. An electron is launched at an angle of 63.25 degrees from the bottom positive plate. What is the maximum initial speed Vo the electron can have without hitting the negative plate? Please use the full problem solving approach. What is a key mntinn was not true, how would you approach finding a solution? horn? 0/hat if this assu xpproach mothod.
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