Question 12 please 10. Write an equation for the magnitude of the displacement vector, R.11. Write an integral for the total electric field due to dq. Then, substitute in all the expressionsfor dq, R and R and rewrite the integral for E.12. The previous exercise should give two integrals. One for the x-component and one for the ycomponent. Notice the y -component integration is of an odd function about symmetriclimits. So, the y - component of the field is zero. See the document labeled "ToughIntegral.pdf to determine the x-component. Write the final expression for the electric fieldusing that document. A short, charged, thin, plastic rod of length 2a is placed on the y-axis. The total charge on therod is +Q Coulombs. We want to determine the total electric field at a general point, P locatedon the x-axis. Notice the symmetry of the source, charged object about the x-axis.+a- aYPX

Since you have asked to solve question 12, we will solve only question 12 for you.

Answered: charge on th - We want to determine the…

charge on th - We want to determine the total electric field at a general point, P locat e the symmetry of the source, charged object about the z-axis.

College Physics

1st Edition

ISBN:9781938168000

Author:Paul Peter Urone, Roger Hinrichs

Publisher:Paul Peter Urone, Roger Hinrichs

Chapter18: Electric Charge And Electric Field

Section: Chapter Questions

Problem 42PE: (a) Find the total electric field at x = 1.00 cm in Figure 18.52(b) given that q =5.00 nC. (b) Find...

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Question

Question 12 please

10. Write an equation for the magnitude of the displacement vector, R.
11. Write an integral for the total electric field due to dq. Then, substitute in all the expressions
for dq, R and R and rewrite the integral for E.
12. The previous exercise should give two integrals. One for the x-component and one for the y
component. Notice the y -component integration is of an odd function about symmetric
limits. So, the y - component of the field is zero. See the document labeled "Tough
Integral.pdf to determine the x-component. Write the final expression for the electric field
using that document.

A short, charged, thin, plastic rod of length 2a is placed on the y-axis. The total charge on the
rod is +Q Coulombs. We want to determine the total electric field at a general point, P located
on the x-axis. Notice the symmetry of the source, charged object about the x-axis.
+a
- a
Y
P
X

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