A long thread of static charge lies along the x-axis, with a linear charge density 2.5 C/m. Additionally, a charge Q=-2.0 C is placed 5.0 cm below the thread,along the y-axis, as shown.Calculate the magnitude of the subsequent total electric field at the point indicated below (from both the charged line and Q). You can use the formula for thethread derived in lecture**: E= 24. Your answer should be on the order of 1011 N/C, so just enter the coefficient. (For example, if you calculated 3.26 x1011 N/C, input 3.26).2kXEthread7.0 cm07.0 cmZλ=+2.5 C/m5.0 cmQ=-2.0 CEQ*when physics problems say something is 'long' assume you may use the approximation for when it is basically infinite.**(or possibly an extra video, this is a long chapter!)

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A long thread of static charge lies along the x-axis, with a linear charge density 2.5 C/m. Additionally, a charge Q=-2.0 C is placed 5.0 cm below the thread, along the y-axis, as shown. Calculate the magnitude of the subsequent total electric field at the point indicated below (from both the charged line and Q). You can use the formula for the thread derived in lecture**: E = 2 Your answer should be on the order of 1011 N/C, so just enter the coefficient. (For example, if you calculated 3.26 x 1011 N/C, input 3.26). 7.0 cm 5.0 cm 7.0 cm 0 EQ Q=-2.0 C Ethread λ=+2.5 C/m x when physics problems say something is 'long' assume you may use the approximation for when it is basically infinite. **(or possibly an extra video, this is a long chapter!)

A long thread of static charge lies along the x-axis, with a linear charge density 2.5 C/m. Additionally, a charge Q=-2.0 C is placed 5.0 cm below the thread, along the y-axis, as shown. Calculate the magnitude of the subsequent total electric field at the point indicated below (from both the charged line and Q). You can use the formula for the thread derived in lecture: E = 2 Your answer should be on the order of 1011 N/C, so just enter the coefficient. (For example, if you calculated 3.26 x 1011 N/C, input 3.26). 7.0 cm 5.0 cm 7.0 cm 0 EQ Q=-2.0 C Ethread λ=+2.5 C/m x when physics problems say something is 'long' assume you may use the approximation for when it is basically infinite. (or possibly an extra video, this is a long chapter!)

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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Question

A long thread of static charge lies along the x-axis, with a linear charge density 2.5 C/m. Additionally, a charge Q=-2.0 C is placed 5.0 cm below the thread,
along the y-axis, as shown.
Calculate the magnitude of the subsequent total electric field at the point indicated below (from both the charged line and Q). You can use the formula for the
thread derived in lecture**: E= 24. Your answer should be on the order of 1011 N/C, so just enter the coefficient. (For example, if you calculated 3.26 x
1011 N/C, input 3.26).
2kX
Ethread
7.0 cm
0
7.0 cm
Z
λ=+2.5 C/m
5.0 cm
Q=-2.0 C
EQ
*when physics problems say something is 'long' assume you may use the approximation for when it is basically infinite.
**(or possibly an extra video, this is a long chapter!)

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Step 1: Determine the given variables

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Step 2: Draw vector diagram of electric field

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Step 3: Calculate electric field due to thread

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Step 4: Calculate electric field due to charge Q

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Step 5: Calculate magnitude of the net electric field

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