A uniformly charged insulating spherical shell of inner radius R1 = 4.0 cm and outer radius R2 = 6.0 cm with a volume charge density p = -15.0 µC/m³ is shown. There is a point charge Q = 20 nC at the center. Note: The volume of a sphere is V = nr3 R1 = 4.0 cm a) Calculate the total charge, Q, in the spherical shell. Q = +20.0 nC R2 = 6.0 cm b) Calculate the electric field at r= 3.0 cm. c) Calculate the electric field at r = 5.0 cm. p = -15.0 µC/m³
A uniformly charged insulating spherical shell of inner radius R1 = 4.0 cm and outer radius R2 = 6.0 cm with a volume charge density p = -15.0 µC/m³ is shown. There is a point charge Q = 20 nC at the center. Note: The volume of a sphere is V = nr3 R1 = 4.0 cm a) Calculate the total charge, Q, in the spherical shell. Q = +20.0 nC R2 = 6.0 cm b) Calculate the electric field at r= 3.0 cm. c) Calculate the electric field at r = 5.0 cm. p = -15.0 µC/m³
Chapter6: Gauss's Law
Section: Chapter Questions
Problem 69P: The surface charge density on a long straight metallic pipe is . What is the electric field outside...
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![A uniformly charged insulating spherical shell of inner radius R1 = 4.0 cm and outer radius
R2 = 6.0 cm with a volume charge density p = -15.0 µC/m³ is
shown. There is a point charge Q = 20 nč at the center.
Note: The volume of a sphere is V =r³
R1 = 4.0 cm
a) Calculate the total charge, Q, in the spherical shell.
Q = +20.0 nC
R2 = 6.0 cm
b) Calculate the electric field at r = 3.0 cm.
c) Calculate the electric field at r = 5.0 cm.
p = -15.0 µC/m3
d) Calculate the electric field at r = 10.0 cm.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0981e17e-b9c3-42ac-929a-cb255c56031f%2Fc1994cfe-1b6f-414e-8c88-291c60ddfe83%2Fyonnqxp_processed.png&w=3840&q=75)
Transcribed Image Text:A uniformly charged insulating spherical shell of inner radius R1 = 4.0 cm and outer radius
R2 = 6.0 cm with a volume charge density p = -15.0 µC/m³ is
shown. There is a point charge Q = 20 nč at the center.
Note: The volume of a sphere is V =r³
R1 = 4.0 cm
a) Calculate the total charge, Q, in the spherical shell.
Q = +20.0 nC
R2 = 6.0 cm
b) Calculate the electric field at r = 3.0 cm.
c) Calculate the electric field at r = 5.0 cm.
p = -15.0 µC/m3
d) Calculate the electric field at r = 10.0 cm.
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