Problem 1 The figure shows two concentric conducting thin spherical shells: • Sphere-A of radius R₁ = 18 cm and a total charge QA = 13x10-⁹ [C]. • Sphere-B of radius RB = 6 cm and a total charge QB= 20x10-⁹ [c]. B RB a) The net electric flux can be calculated using the formula number (refer to the formula sheet for formula number) b) P₁, the net electric flux through the spherical surface of radius r = 13 cm from the center of the spheres is given by

University Physics Volume 2
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Chapter6: Gauss's Law
Section: Chapter Questions
Problem 77AP: 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 ....
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Problem 1
The figure shows two
concentric conducting thin spherical shells:
Sphere-A of radius RA = 18 cm and a
total charge QA = 13x10-9 [C].
Sphere-B of radius RB = 6 cm and a total
charge QB 20x10-⁹ [c].
A
C)
B
a)
The net electric flux can be
calculated using the formula number (refer
to the formula sheet for formula number)
6
=
b)
D₁, the net electric flux through.
the spherical surface of radius r = 13
cm from the center of the spheres is given
by
=
(33-10-⁹)
8.85-10-12
d)
electric flux?
ON/C
RB
f)
field?
ON/(C.m²)
4₁ =
(20-10-⁹)
8.85-10-12
Calculate $₁.
[SI unit]
What is the SI unit of the
0₁
=
(13-10-⁹)
8.85-10-12
ON/(C.m²)
ON.m²/C
e)
Calculate E₂, the magnitude of
the electric field at r = 27 cm from the center
of the spheres.
E₂ =
[SI unit]
What is the SI unit of the electric
ON.m²/C ON/C
g)
Calculate E3, the magnitude of
the electric field at r = 1 cm from the center
of the spheres?
E3 =
[SI unit]
Transcribed Image Text:Problem 1 The figure shows two concentric conducting thin spherical shells: Sphere-A of radius RA = 18 cm and a total charge QA = 13x10-9 [C]. Sphere-B of radius RB = 6 cm and a total charge QB 20x10-⁹ [c]. A C) B a) The net electric flux can be calculated using the formula number (refer to the formula sheet for formula number) 6 = b) D₁, the net electric flux through. the spherical surface of radius r = 13 cm from the center of the spheres is given by = (33-10-⁹) 8.85-10-12 d) electric flux? ON/C RB f) field? ON/(C.m²) 4₁ = (20-10-⁹) 8.85-10-12 Calculate $₁. [SI unit] What is the SI unit of the 0₁ = (13-10-⁹) 8.85-10-12 ON/(C.m²) ON.m²/C e) Calculate E₂, the magnitude of the electric field at r = 27 cm from the center of the spheres. E₂ = [SI unit] What is the SI unit of the electric ON.m²/C ON/C g) Calculate E3, the magnitude of the electric field at r = 1 cm from the center of the spheres? E3 = [SI unit]
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