What is the electric field outside the cylinder (r > R)? Give your answer in terms of the variables A, r, and R. Combine all numerical values together into one numerical multiplier. ΑΣφ E outside for r> R Submit Request Answer Part B What is the potential difference between a point at radius r and the surface of the cylinder? Give your answer in terms of the variables A, r, and R. Combine all numerical values together into one numerical multiplier. ΑΣφ ? AV =
What is the electric field outside the cylinder (r > R)? Give your answer in terms of the variables A, r, and R. Combine all numerical values together into one numerical multiplier. ΑΣφ E outside for r> R Submit Request Answer Part B What is the potential difference between a point at radius r and the surface of the cylinder? Give your answer in terms of the variables A, r, and R. Combine all numerical values together into one numerical multiplier. ΑΣφ ? AV =
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Transcribed Image Text:What is the electric field outside the cylinder (r > R)?
Give your answer in terms of the variables ), r, and R. Combine all numerical values together into one numerical
multiplier.
Πν ΑΣφ
E outside
for r> R
Submit
Request Answer
Part B
What is the potential difference between a point at radius r and the surface of the cylinder?
Give your answer in terms of the variables X, r, and R. Combine all numerical values together into one numerical
multiplier.
?
AV =
Transcribed Image Text:An infinitely long cylinder of radius R has linear
charge density A. (Figure 1)
Figure
1 of 1
>
Infinite
Cylinder
Expert Solution
Step 1
Given,
An infinite long cylinder of radius R
Step 2
(A)
According to Gauss's law
for r>R
Step by step
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