Consider the following configuration of fixed, uniformly charged spheres in ( Figure 1): • a blue sphere fixed at the origin with positive charge q, • a red sphere fixed at the point (d1, 0) with unknown charge Ired, and • a yellow sphere fixed at the point (d2 cos(0), —d₂ sin(ə)) with unknown charge qyellow. The net electric force on the blue sphere has a magnitude F and is directed in the - y direction. Figure d₂ (d₁,0) x 1 of 1

Principles of Physics: A Calculus-Based Text
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Chapter19: Electric Forces And Electric Fields
Section: Chapter Questions
Problem 11CQ
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Question
Suppose that the magnitude of the charge on the yellow sphere is
determined to be 2q. Calculate the charge a red on the red sphere.
Express your answer in terms of q, d1, d2, and 0.
View Available Hint(s)
ΕΠΙ ΑΣΦ
2 cos (0)
d₁
1
Qred =
9.2
d₂
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Transcribed Image Text:Suppose that the magnitude of the charge on the yellow sphere is determined to be 2q. Calculate the charge a red on the red sphere. Express your answer in terms of q, d1, d2, and 0. View Available Hint(s) ΕΠΙ ΑΣΦ 2 cos (0) d₁ 1 Qred = 9.2 d₂ Submit Previous Answers 0 ? keyboard shortcu × Incorrect; Try Again; 5 attempts remaining
Consider the following configuration of fixed, uniformly charged spheres in (
Figure 1):
• a blue sphere fixed at the origin with positive charge q,
• a red sphere fixed at the point (d1, 0) with unknown charge
Ired, and
• a yellow sphere fixed at the point (d2 cos(0), —d₂ sin(ə))
with unknown charge qyellow.
The net electric force on the blue sphere has a magnitude F and is directed
in the - y direction.
Figure
d₂
(d₁,0)
x
1 of 1
Transcribed Image Text:Consider the following configuration of fixed, uniformly charged spheres in ( Figure 1): • a blue sphere fixed at the origin with positive charge q, • a red sphere fixed at the point (d1, 0) with unknown charge Ired, and • a yellow sphere fixed at the point (d2 cos(0), —d₂ sin(ə)) with unknown charge qyellow. The net electric force on the blue sphere has a magnitude F and is directed in the - y direction. Figure d₂ (d₁,0) x 1 of 1
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