a) Two-point charges are a distance X apart along X-axis as shown in the fig below. Explain the effect of the charges on the electric field intensity at any point in the z=0 plane when the charges are: (i) Both equal to q (ii) Of opposite polarity but equal magnitude vii. How does the electric field enclosing a given charge vary when the area enclosed by the charged is doubled? Assuming the electric flux is constant. viii. Determine the electric field intensity in free space if D=30ar c/m2. b) Does the electric flux depend on the shape of the Gaussian surface? Give reasons to your answer

Q: 3) A finite surface 0<x<2, 0<ys2 on the z=0 plane has a charge density p, = xy v(x² + y² + 25)³…

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Q: Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2 (y=-3), 5 PC at m2 at (x=2), find…

A: As per BARTLEBY GUIDELINES, I answered one question (i.e.; Q-1) . Please repost other question…

Q: In Fig. particle 1 of charge qi = -5.00 q and particle 2 of charge q2 = +2.00 q are fixed o an axis.…

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Q: Q (1): A square plate described by -15 x <1, -1<y<I, z =2 carries a charge 2 nC/m. Find the total…

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A: This is an easy question based on electrostatic chapter from electrical engineering. I provided the…

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A: The above question can be solved by using boundary conditions which are--- Dn2=Dn1+s Et2=Et1

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A: The solution is given below

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Q: Homework 1: Two point charges, + 2 µC each, are located on the x axis. One charge is at x = 1 m, and…

A: To find the electric field

Q: Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2 at m2 at (x=2), find in Cartesian…

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Q: I need a solution within 15 minutes Q1) A two line charges of 15 nC/m are embedded inside a silica…

A: Given Point A=x=3, z=0Point B=x=5, z=0q=15 nC

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Q: 1. A cylinder of radius "a" and infinite length contains a uniform volume charge distribution pv…

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A: Bartleby has policy to solve only first question.  For solution reupload the question.

Q: Q1: A circle of radius R at a distance b from a particle with positive charge Q which is located on…

A: We need to prove R= √3 b  Here we used the some trigonometric basics

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A: (a) -4≤z≤4: Here we use the general relationDp=∫ρldz4π∈o r-r'r-r'3where,r=ax+2ay+3az and r'=zaz. So,…

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A: Given, A charged particle moves with uniform velocity, v=4 x^ ms Electric field, E→=20 y^ vm…

Q: Homework 1 : Two point charges, + 2 µC each, are located on the x axis. One charge is at x = 1 m,…

A: two point charges +2μC each are located on the x axis. one charge is at x=1m, and the other at x=-1m…

Q: Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2 pC at m2 pC (y=-3), 5 at (x=1,…

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Q: D3.4. Calculate the total electric flux leaving the cubical surface formed by th planes x, y, z =±5…

A: A) from the Gauss law we knows that  total electric flux through any closed surface is equal to the…

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Q: Q1) Given the following charge distributions; 2 pC at P (1,1,1), 22 PC at m2 (y=-3), 5 at (x=1,…

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Q: Problem 7 A long, straight metal rod has a radius of 5cm and a charge per unit length of 30nC/m.…

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Q: Q3: Given the electric flux density, D=2xy a,+x a,+6z a, Cán?: a) use Gauss' law to evaluate the…

A: The solution is given below

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Q: Q2: The charge density in spherical coordinate is given by : -r/ro 2y = 20 (r/ro)2 °cos² & Mc/m³…

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Q: Two bidirectionally infinite line charges exist in vacuum. One has a charge density of -9 nC/m at x…

A: Two bidirectionally infinite line charges exist in vacuum. One has a charge density of -9 nC/m at x…

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Q: 4.22 Given the electric flux density D = 82(x + y) + ŷ(3x – 2y) (C/m²) determine (a) p, by applying…

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Q: A constant intensity I accum flows along the oz-axis. From a point K at a distance up to the…

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Electric field

A physical field present around an electrically charged particle that exerts a force on all other charged particles is called an electric field. The charged particles present in the field either repel or attract. From electric charges or time-varying magnetic fields, the electric field originates. One of the manifestations of electromagnetic force which is one of the four fundamental forces present in nature are the electric fields and magnetic fields.