3. Spherical Symmetry (inside sphere): We will now repeat the steps above for apoint P inside the sphere.a. Draw the Gaussian surface you need to determine the E at point P where r < b.b. Use the definition of electric flux to write the flux in terms of the unknownE and the radii? and/orb. Your expression should look familiar.C. Determine the charge enclosed by your Gaussian surface in terms of Q,7, and/orb.bd. Use your answer for (c) and Gauss's law to write the electric flux in terms of of Q,7, and/or b and physicalconstants.Ở e. You now have two expressions for the electric flux. Set these two expressions equal and solve for yourunknown E for >

Charge on sphere=QRadius of sphere=b“Since you have posted a question with multiple sub parts, we…

3. Spherical Symmetry (inside sphere): We will now repeat the steps above for a point P inside the sphere. a. Draw the Gaussian surface you need to determine the E at point P where > < b. b. Use the definition of electric flux to write the flux in terms of the unknown E and the radii r and/orb. Your expression should look familiar. Determine the charge enclosed by your Gaussian surface in terms of Q,7, and/orb. b d. Use your answer for (c) and Gauss's law to write the electric flux in terms of of Q, 7, and/or b and physical constants.

3. Spherical Symmetry (inside sphere): We will now repeat the steps above for a point P inside the sphere. a. Draw the Gaussian surface you need to determine the E at point P where > < b. b. Use the definition of electric flux to write the flux in terms of the unknown E and the radii r and/orb. Your expression should look familiar. Determine the charge enclosed by your Gaussian surface in terms of Q,7, and/orb. b d. Use your answer for (c) and Gauss's law to write the electric flux in terms of of Q, 7, and/or b and physical constants.

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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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

3. Spherical Symmetry (inside sphere): We will now repeat the steps above for a
point P inside the sphere.
a. Draw the Gaussian surface you need to determine the E at point P where r < b.
b. Use the definition of electric flux to write the flux in terms of the unknown
E and the radii? and/orb. Your expression should look familiar.
C. Determine the charge enclosed by your Gaussian surface in terms of Q,7, and/orb.
b
d. Use your answer for (c) and Gauss's law to write the electric flux in terms of of Q,7, and/or b and physical
constants.
Ở

e. You now have two expressions for the electric flux. Set these two expressions equal and solve for your
unknown E for > <b

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part d please