Question

Q1) (30 p) By showing each step clearly, (a) (15 p) Find electric field a distance r from a line of positive charge of infinite length and a constant charge per unit length 10 µC/cm as shown in Figure by using Gauss's law by drawing a figure and clearly indicating the electric field and other necessary parameters, (b) (15 p) Find the electric potential between the points A which is 20 cm away from the line and B which is 50 cm away ,as shown in Figure

          Q1) (30 p) By showing each step clearly,

(a) (15 p) Find electric field a distance r from a line of positive charge of infinite length and a constant charge per unit length 10 µC/cm as shown in Figure by using Gauss's law by drawing a figure and clearly indicating the electric field and other necessary parameters,

(b) (15 p) Find the electric potential between the points A which is 20 cm away from the line and B which is 50 cm away ,as shown in Figure

Q1) (30 p) By showing each step clearly,

(a) (15 p) Find electric field a distance r from a line of positive charge of infinite length and a constant charge per unit length 10 µC/cm as shown in Figure by using Gauss's law by drawing a figure and clearly indicating the electric field and other necessary parameters,

(b) (15 p) Find the electric potential between the points A which is 20 cm away from the line and B which is 50 cm away ,as shown in Figure

Added by Collin P.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Adi S

12/02/2023

Step 1

We want to find the electric field at a distance r from the line. Let's draw a Gaussian cylinder with radius r and length L around the line. Show more…

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Q1) (30 p) By showing each step clearly, (a) (15 p) Find electric field a distance r from a line of positive charge of infinite length and a constant charge per unit length 10 μμ/cm as shown in Figure by using Gauss’s law by drawing a figure and clearly indicating the electric field and other necessary parameters, (b) (15 p) Find the electric potential between the points A which is 20 cm away from the line and B which is 50 cm away ,as shown in Figure