Consider a point charge q completely enclosed by a Gaussian surface. What happens to the total flux through the surface if I keep the charge inside but decrease the size of the Gaussian surface and move the charge to a different location?


Consider a point charge q completely enclosed by a Gaussian surface. What happens to the total...
Three point charges are located near a spherical Gaussian
surface of radius 12.5 cm. One charge (+3Q =11.4 μC) is inside the
sphere, and the others (charge +Q =3.8 μC) are a distance
4.16666666666667 cm outside the surface.
What is the total (net) electric flux through the Gaussian
surface?
Review Consider a spherical Gaussian surface and three charges: q 1 = 2.02 μC , q 2 = -3.43 μC , and q 3 = 4.55 μC . Find the electric flux through the Gaussian surface if it completely encloses (a) only charges q 1 and q 2 , (b) only charges q 2 and q 3 (c) all three charges. (d) Suppose a fourth charge, Q, is added to the situation described in part C. Find the sign and...
a point charge +q is placed just outside a spherical gaussian surface, the total flux through the surface due to the charge q is: -positive -negative -zero -q/epsilon zero -none of these PLEASE HELP DUE SOON
5. Consider a point charge at the center of a spherical Gaussian surface. Explain why of why not the electric flux changed (a) if the Gaussian surface is replace with a cube having the same volume as the sphere, (b) if the cube has 1/2 the volume of the sphere, (c) if the charge is moved off-center from the original sphere yet remains inside, (d) if the charge is moved just outside the sphere, (e) if a second charge is...
Consider a spherical Gaussian surface and three charges: q1= 2.11 μCμC , q2= -3.34 μCμC , and q3= 4.58 μCμC . Find the electric flux through the Gaussian surface if it completely encloses: A: Only charges q1 and q2 B: Only charges q2 and q3 C: All three charges D: Suppose a fourth charge, Q, is added to the situation described in part C. Find the sign and magnitude of Q required to give zero electric flux through the surface.
8) A Gaussian spherical surface of radius 0.20 m completely surrounds a collection of charges. A uniform electric field emerging from the charges has a value of.51 NC. a) Find the electric flux through the surface if the collection consists of a single charge. Use the Gauss Law to determine the magnitude of this charge inside the sphere. b)
i) If the total charge enclosed inside a Gaussian surface is zero, then E everywhere on the Gaussian surface must be zero. Circle one: True, False. Explain very briefly if you wish: ii) A spherical region (radius R, centered on the origin) has electric field E(r)=0 throughout. The voltage V(r) must also vanish throughout that region. Circle one: True, False. Explain very briefly if you wish: iii) A spherical region (radius R, centered on the origin) has voltage V(r) =...
Five point charges q and four Gaussian surfaces S are shown. What is the total electric flux through surface S4? Si 4 2qto
A point charge of 8.5 pc is at the center of a cubical Gaussian surface 52 cm on an edge. (a) What is the net electric flux through the surface? N.m2/C (b) Suppose the point charge is moved 20.8 cm to the left of center. What is the net electric flux now? Nom?/C (c) Suppose the point charge is moved 52 to the left of center. What is the net electric flux now? Nm2/C
A point charge of 1.8μC at the center of a cubical Gaussian surface 55 cm on edge. What is the net electric flux through the surface?