please answer all i beg of you if not answer a-d please 2. A metal ball carrying a net charge of +7Q has a) What is the electric flux passing outwardsthrough the imaginary surface? Compute thisSË- dÃ.two spherical cavities scooped out of it.directly using maginay srtaceimaginary vurfaceb) What can you therefore say about the chargeenclosed by the imaginary surface?c) How much charge lics on the inner surface ofthe cavity? How is this charge distributed?net charge on conductor - +7Qd) Now draw another imaginary surface, this oneenclosing the second cavity, and repeatquestions (a) - (c) for this surface.In the center of the first cavity, a point charge-Q floats motionless in midair. The secondcavity is empty.e) How much charge resides on the outer surfaceof the conductor? How is this chargedistributed?Consider the imaginary surface indicatod withdotted lines in the figure below.H Sketch the electric field created by this object,both outside the conductor and within thecavities.g) What is the strength of the electric fieldwithin the first cavity, at a distance r from the-Q point charge?h) What is the strength of the electric fieldwithin the second cavity, at a distance r fromthe center of the cavity?net charge on conductor = +7QFirst of all, note that this imaginary surfaceencloses the first cavity. Second, notice thatevery point of this imaginary surface lieswithin the conducting material.i) What is the strength of the electric fieldoutside the ball itself, at a distance r from thecenter of the ball1? •

Hello. Since your question has multiple sub-parts, we will solve the first three sub-parts for you.…

a) What is the electric flux passing outwards through the imaginary surface? Compute this " SE·dÃ imaginary vurface directly using maginwry narface b) What can you therefore say about the charge enclosed by the imaginary surface? c) How much charge lies on the inner surface of the cavity? How is this charge distributed?

a) What is the electric flux passing outwards through the imaginary surface? Compute this " SE·dÃ imaginary vurface directly using maginwry narface b) What can you therefore say about the charge enclosed by the imaginary surface? c) How much charge lies on the inner surface of the cavity? How is this charge distributed?

University Physics Volume 2

18th Edition

ISBN:9781938168161

Author:OpenStax

Publisher:OpenStax

Chapter6: Gauss's Law

Section: Chapter Questions

Problem 83AP: The infinite slab between the planes defined by z=a/2 and z=a/2 contains a uniform volume charge...

See similar textbooks

Similar questions

What is the electric flux through closed surface S5, whose cross-section inside the surface is shown above? What is the electric flux through closed surface , whose cross-section inside the surface is shown above?
4. Use Gauss's Law and basic surface and volume integrals to determine the electric field of a spherical conductor (radius=2 m) that has a net charge of -40C. What is the electric field 1 m away from the center of the sphere? What is the electric field 3 m center of the sphere? What is the electric field 10 m from the center of the sphere? Is there any where that would have 0 net electric field?
Explain the electric flux of figure 12a using Gauss Law if there is another positive charge at r/2.
The electric field in a region is given by E=al(b+cx)i, where a=200 N ? m/C, b=2.0 m, and c=2.0 . What is the net charge enclosed by the shaded volume shown below?
The infinite slab between the planes defined by z=a/2 and z=a/2 contains a uniform volume charge density p (see below). What is the electric field produced by this charge distribution, both inside and outside the distribution?
Q4 C. Compare the electric flux in a cubical surface of a side 10cm and spherical surface of radius 10 cm, when a charge of 5µC is enclosed by them. (Show working)
Find the electric field of an infinite, flat sheet with charge distribution σ = 17.7 ×10^−12C/m2 by integrating the field produced and by using Gauss’s law. Now thatyou found the electric field of this sheet, we produce a hole of radius 15 m on thesheet and we ask you to find the electric field of this new sheet 52.7 m away fromthe infinite sheet on the central axis of the hole. Mind helping me out please, I got a few steps in but not sure where to go so I'm convinced I'm doing it wrong. I asked some peers and they said the answer was 0.96. Thanks
What is electric field lines? Sketch the pattern of electric field lines due to (i) a conducting sphere having negative charge on it. (ii) an electric dipole
Figure 1.52 shows a spherical shell of charge, of radius a and surface density σ, from which a small circular piece of radius b << a has been removed. What is the direction and magnitude of the field at the midpoint of the aperture? Solve this exercise using superposition.
Can you give other analogies explaining electric flux and how it relates to electric field?
The figure shows a uniformly charged rod withlength a, carrying a total charge of Q. You needto derive an expression for the electric field gen-erated by the rod at point P, which is a distanced below the left end of the rod. (a) Redraw the figure and show clearly how you planto parametrise the rod. Indicate a general in-finitesimal segment and include any vectors rele-vant to your calculation. This figure is an inte-gral part of your calculation, and should providethe reader with enough information to be able tofollow your work. (b) Write down an expression for dE~ , the electric fieldgenerated at point P by an infinitesimal segment.Ensure that the dependence on the parametrisa-tion coordinate is explicit in your expression. (C) Write down an expression for dEx, the x-component of dE~ , and calculate Ex, the x-component of the field at point P. (d) Repeat the steps above to determine the y-component of the field at point P.
Use GFSA (Given, Find, Solution, and Answer) on the given space below. Encircle your final answer, write it in scientific notation with 2 decimal places (if possible). Determine the electric flux for a Gaussian surface that contains 100 million electrons.