A thin, circular plate of radius B, uniform surface charge density a, and total charge Q, is centered on the origin and lies in the x-y plane. What is the electric flux de through a sphere of radius r, also centered on the origin, as a function of r? Consider both (a.)r>B and (b.)rsB: (a.) What is the electric flux through a sphere of radiusr when > 8? Let Q - 17.7 pC - 17.7 x 1012 C and B - 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q, B, r and E for ee.) to - 8.854 x 1012 c2/(Nm2) v Nm - (b.) What is the electric flux through a sphere of radius r when r< 8? To calculate this answer, which will be a function of r, begin by answering the following questions symbolically. Use the given symbols as necessary: Q, 8, r and E for Question to consider: (1) What is the surface charge density, a? (ii) What is the charge enclosed, Qin, by the sphere of radius r (whenr< B), as a function of ? (Note that is already included as part of the answer, below.) The electric flux will be a function of r (when r< B): E = kr. What is the value of constant k, given Q- 17.7 pC and B = 7.00 cm? Below is a graph of electric flux g as a function of sphere radius r. What is the symbolic value of r at point P where the two sections meet? ФЕ OE = constant P. O = kr? r= ? r r (at point P) =
A thin, circular plate of radius B, uniform surface charge density a, and total charge Q, is centered on the origin and lies in the x-y plane. What is the electric flux de through a sphere of radius r, also centered on the origin, as a function of r? Consider both (a.)r>B and (b.)rsB: (a.) What is the electric flux through a sphere of radiusr when > 8? Let Q - 17.7 pC - 17.7 x 1012 C and B - 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q, B, r and E for ee.) to - 8.854 x 1012 c2/(Nm2) v Nm - (b.) What is the electric flux through a sphere of radius r when r< 8? To calculate this answer, which will be a function of r, begin by answering the following questions symbolically. Use the given symbols as necessary: Q, 8, r and E for Question to consider: (1) What is the surface charge density, a? (ii) What is the charge enclosed, Qin, by the sphere of radius r (whenr< B), as a function of ? (Note that is already included as part of the answer, below.) The electric flux will be a function of r (when r< B): E = kr. What is the value of constant k, given Q- 17.7 pC and B = 7.00 cm? Below is a graph of electric flux g as a function of sphere radius r. What is the symbolic value of r at point P where the two sections meet? ФЕ OE = constant P. O = kr? r= ? r r (at point P) =
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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![A thin, circular plate of radius B, uniform surface charge density o, and total charge Q, is centered on the origin and lies in the x-y plane. What is the electric flux o through a sphere of radius r, also centered on the origin, as a function of r? Consider both (a.)r> B and (b.)r< B:
(a.) What is the electric flux through a sphere of radius r when r> B? Let Q = 17.7 pC = 17.7 x 1012 C andB = 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q, B, r and E for ɛ..) E, = 8.854 x 10-12 c2/(Nm?)
Nm2
(b.) What is the electric flux through a sphere of radius r when r< B?
To calculate this answer, which will be a function of r, begin by answering the following questions symbolically. Use the given symbols as necessary: Q, B, r and E for ɛ,.
Question to consider:
(i) What is the surface charge density, o?
phys
Оper
Sym
(ii) What is the charge enclosed, gin, by the sphere of radius r (when r< B), as a function of ? (Note that is already included as part of the answer, below.)
Relat
Sets
gin
Vecto
Trig
The electric flux will be a function of r (when r < B): E = kr2. What is the value of constant k, given Q = 17.7 pC and B = 7.00 cm?
10"
Gree
k = |
O He
O!
Below is a graph of electric flux oF as a function of sphere radius r. What is the symbolic value of r at point P where the two sections meet?
ФЕ
OF = constant
P
OE = kr?
r
r (at point P) =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6f6d1d36-7963-4790-9507-93be544a16eb%2F4917fe3f-e9d5-44c7-b496-caa505317d9b%2F7j3vi_processed.png&w=3840&q=75)
Transcribed Image Text:A thin, circular plate of radius B, uniform surface charge density o, and total charge Q, is centered on the origin and lies in the x-y plane. What is the electric flux o through a sphere of radius r, also centered on the origin, as a function of r? Consider both (a.)r> B and (b.)r< B:
(a.) What is the electric flux through a sphere of radius r when r> B? Let Q = 17.7 pC = 17.7 x 1012 C andB = 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q, B, r and E for ɛ..) E, = 8.854 x 10-12 c2/(Nm?)
Nm2
(b.) What is the electric flux through a sphere of radius r when r< B?
To calculate this answer, which will be a function of r, begin by answering the following questions symbolically. Use the given symbols as necessary: Q, B, r and E for ɛ,.
Question to consider:
(i) What is the surface charge density, o?
phys
Оper
Sym
(ii) What is the charge enclosed, gin, by the sphere of radius r (when r< B), as a function of ? (Note that is already included as part of the answer, below.)
Relat
Sets
gin
Vecto
Trig
The electric flux will be a function of r (when r < B): E = kr2. What is the value of constant k, given Q = 17.7 pC and B = 7.00 cm?
10"
Gree
k = |
O He
O!
Below is a graph of electric flux oF as a function of sphere radius r. What is the symbolic value of r at point P where the two sections meet?
ФЕ
OF = constant
P
OE = kr?
r
r (at point P) =
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