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A thin, circular plate of radius 8, 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> 8 and (b.)r<8: (a.) What is the electric flux through a sphere of radius r when > 8? Let Q - 17.7 pC - 17.7 x 10 C and 8- 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q. 8, r and E for eg) ,- 8.854 x 10 c/(Nm) - 200 (b.) What is the electric flux through a sphere of radius r when s 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, rand E for e Question to consider: (1) What is the surface charge density, o? (H) What is the charge enclosed, q by the sphere of radius r (when r< B), as a function of ? (Note that is already included as part of the answer, below.) Jog 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 8- 7.00 cm? Below is a graph of electric flux g as a function of sphere radius r. What is the symbolic value of rat point P where the two sections meet? E = constant P O = kr r= ? r r (at point P) -

A thin, circular plate of radius 8, 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> 8 and (b.)r<8: (a.) What is the electric flux through a sphere of radius r when > 8? Let Q - 17.7 pC - 17.7 x 10 C and 8- 7.00 cm. (Enter the answer numerically in the first box and symbolically in the second. Use the given symbols as necessary: Q. 8, r and E for eg) ,- 8.854 x 10 c/(Nm) - 200 (b.) What is the electric flux through a sphere of radius r when s 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, rand E for e Question to consider: (1) What is the surface charge density, o? (H) What is the charge enclosed, q by the sphere of radius r (when r< B), as a function of ? (Note that is already included as part of the answer, below.) Jog 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 8- 7.00 cm? Below is a graph of electric flux g as a function of sphere radius r. What is the symbolic value of rat point P where the two sections meet? E = constant P O = kr r= ? r r (at point P) -

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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 ¢e 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 2.00 E (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,. physP: Question to consider: Operati (i) What is the surface charge density, o? Symbol Relation Sets (ii) What is the charge enclosed, gin, by the sphere of radius r (when r< B), as a function of ? (Note that 2 is already included as part of the answer, below.) Vectors Trig gin = 10 Greek O Hele The electric flux will be a function of r (when r < B): dE = kr2. What is the value of constant k, given Q = 17.7 pC and B = 7.00 cm? O! k = 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? Or = constant P DE = kr? r = ? r (at point P) =
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 ¢e 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 2.00 E (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,. physP: Question to consider: Operati (i) What is the surface charge density, o? Symbol Relation Sets (ii) What is the charge enclosed, gin, by the sphere of radius r (when r< B), as a function of ? (Note that 2 is already included as part of the answer, below.) Vectors Trig gin = 10 Greek O Hele The electric flux will be a function of r (when r < B): dE = kr2. What is the value of constant k, given Q = 17.7 pC and B = 7.00 cm? O! k = 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? Or = constant P DE = kr? r = ? r (at point P) =
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