Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2atm2(y=-3), 5 ĐCat (x=1, z=1), and 1pCat (x=2), find in Cartesianmm2components, the(i) Resulted electrical field intensity at point Q (1,90°,1).(ii) Resulted electrical flux density at point Q (1,90°,1).Q2) if the electrical flux density resulted from a point charge in free spaceis (26.55ax + 53.1a, + 61.95az ), find the electrical fieldintensity.m2Q3) given the electrical flux density equal to (20r²a,find(i) The total electric flux leaving the surface of a sphere of radius(r)=1m2(ii) The total charge lying within the sphere of radius (r)=1

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

Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2 (y=-3), 5 PC at m2 at (x=2), find in Cartesian at (x=1, z=1), and 1 pC m components, the (i) Resulted electrical field intensity at point Q (1,90°,1). (ii) Resulted electrical flux density at point Q (1,90°,1). m2

Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2 (y=-3), 5 PC at m2 at (x=2), find in Cartesian at (x=1, z=1), and 1 pC m components, the (i) Resulted electrical field intensity at point Q (1,90°,1). (ii) Resulted electrical flux density at point Q (1,90°,1). m2

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Related questions

Q: I need a solution within 15 minutes Q2)If a 1.5cm radius, 2V conductor embedded in silica is 10cm…

A: A) Gradient of electric potential is called electric field which is ∆ V = E.d where ∆ V = 2-0 =2…

Q: A uniform line charge density of pi=2.9 nC/m is distributed over the ring shown in the figure. The…

A: Solution- Given,ρ1=2.9 nC/ma=1.7 cmh=1m

Q: Question 5 The region 0.1 <p< 0.5, z-0 has a surface charge density p, =- -nC/m². (a) Find the…

Q: A uniform volume charge density of 0.2µC/m³ is present throughout the spherical shell extending from…

A: Given values are - Volume charge densityρV=0.2μCm3Inner radiusr1=3cm=0.03mOuter radiusr2=5cm=0.05m

Q: A point load of Q1 = 1 Coulomb is placed at the point (-1,0,0) on the circle with a radius of 1 unit…

A: First we need to calculate value of charge particle Q3 , then we will find out potential at origin…

Q: Four point charges Q1 =1nc at (2,1,0), Q2=2nc at (- 2,1,0), Q3=3nc at(2,-1,0), Q4=4nc at(-2,-1,0).…

A: It is given that: Q1=1 nC at 2,1,0Q1=2 nC at -2,1,0Q3=3 nC at 2,-1,0Q4=4 nC at -2,-1,0

Q: PC PC Q3) given the following charge distributions; (2) at x=2, (4n) at x=2, z=2, and (216t PC) at…

A: According to the question following charges are present at following cartesian coordinates: (a)…

Q: questions 1- Define the electric potential between two points, then for three point charges QI- Imc,…

A: Potential difference between any two points is defined as the amount of work done in moving a unit…

Q: Q2)lf a 1.5cm radius, 2V conductor embedded in silica is 10cm far away from a OV conducting plane;A)…

A: The gradient of electric potential is called as electric filed. That is, ∆V=E·d Where, E is…

Q: radius rb has charge -Q. The electric field E at a radial distance r from the central axis is given…

A: The expression for E between the two coaxial cylinder is given as: E=αe-ra0+βr+b0 The voltage…

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

Q: Question 3 (a) The following charge distributions are present in free space: point charge 12 nC at…

A: For the given data E at the origin is determined as:-

Q: The following charges distributions are present in free space as shown in Figure, point charge 6 nC…

A: Given, Point charge, q=6nC at P(2,0,6)Line charge density, PL=1.5nC at x=-2, y=3Surface charge…

Q: 1)A ring of radius R carries a uniformly distributed positive total charge Q. Calculate the electric…

A: Electric field at a point P on the circumference of the ring due to rod,

Q: An infinitely long insulating cylinder of radius R has a volume charge density that varies with the…

A: The given volume charge density is: ρ=ρ0a-rb From the Gauss law, it can be written as:…

Q: Question 3, (a) The following charge distributions are present in free space: point charge 12 nC at…

A: given data:

Q: Four identical 10µC point charges are located at (-1, -1, 3), (1, -1, 3), (1, 1, 3) and (-1, 1, 3).…

Q: A sphere of radius R1 = 0.280 m and uniform charge density –16.5 µC/m³ lies at the center of a…

Q: Question (a) The following charge distributions are present in free space: point charge 12 nC at…

A: Given: The following charge distributions are present in free space: 1) point charge 12 nC at P(2,…

Q: A point charge, Q = 40 nC, is located at the origin in cartesian coordinates. Find the electric flux…

A: In this question, Find the electric flux density D at the point P(-4, 5, -4) We are solving this…

Q: Question 5· 2nC/m2. The region 0.1 <p<0.5, z-0 has a surface charge density p, (a) Find the electric…

Q: Find E at the origin if the following charge distributions are present in fiee space: point charge,…

Q: The electric field at point P (1, 1, 1) is caused by four identical charges of 5 µC which is located…

A: (a) Locate the points on the 3-d plane as below. Here, the blue point shows the location of point…

Q: A uniform line charge of 2 µC/m is located on the z axis. Find E in rectangular coordinates at…

A: From the Electrostatic Field Intensity due to infinite line charge

Q: Q2. Find the magnitude of the electric field Ē (V/m) at position P, due to surface charge density…

A: Electric field

Q: Quiz_1) Four point charges Q, 2Q, -Q. -2Q are located at (0,0,a), (0,0,2a), (0,0,-a), and (0,0,-2a)…

A: Given: Four point charges Q, 2Q, -Q, -2Q are located at (0,0,a), (0,0,2a), (0,0,-a), and (0,0,-2a)…

Q: A point load of Q1 = 1 Coulomb is placed at the point (-1,0,0) on the circle with a radius of 1 unit…

A: Since the point charges Q1 and Q2 are both positive in polarity, to reset the electric field at…

Q: A sphere with a radius of 1 relative dielectric constant 0 = 10 has a volumetric charge distribution…

A: Radius of the sphere= 1 Relative dielectric constant= 10

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

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

Q: A point load of Q1 = 1 Coulomb is placed at the point (-1,0,0) on the circle with a radius of 1 unit…

A: The equation of electric field is given by, E=14πε0Qr2 The electric field due to Q1 at origin is…

Q: Question 5 The region 0.1 <p<0.5, z=0 has a surface charge density p, 2 nC/m?. (a) Find the electric…

Q: Q2)lf a 1.5cm radius, 2V conductor embedded in silica is 10cm far away from a OV conducting plane;A)…

A: A) Gradient of electric field is called electric field that is : ∆v =E.d where ∆v = 2-0 =2 volt…

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

Q: A hollow sphere of interior radius 3 cm and exterior radius 5 cm contains charge uniformly…

Q: The following charges distributions are present in free space as shown in Figure, point charge 6 nC…

A: Given: The following charge distributions are present in free space: 1) point charge 6 nC at P(2, 0,…

Q: 3.15 Volume charge density is located as follows: p, = 0 for p 2 mm, p, = 4p µC/m³ for 1 < p < 2…

Q: 1.5 1m P 1m Pv1 Pv2

Q: 1- Define the electric potential between two points, then for three point charges Q 1 = 1mc, Q 2 =…

A: It is given that: Q1=1mC at 0,0,4Q2=-2mC at -2,5,1Q3=3mC at 3,-4,6

Q: Problem 1: Given the electric field E = 2xa_ -4ya (V/m), find the work done in moving a point charge…

Q: Find the y-axis value of the point where the potential is zero between the charge the point charges…

Q: Volume charge density is located as follows: p, = 0 for p 2 mm, p, = 4p µC/m³ for 1 < p < 2 mm. (a)…

A: (a) The total charge in the given region using the Gauss law is calculated as shown below:…

Q: Given the electric field E 3xa, -9ya, V/m, find the work done in moving a point charge Q = +2C from…

A: Let total work done = W1 + W2 Where W1 is the work done in moving charge from (5,0,0) to (0,0,0)…

Q: Determine the volume charge density, in pC/m3, at (9, -3, 8) if the electric field present in the…

Q: Por cose c m' a Example/ Within a region of free space, charge density is given as py= where p, and…

A: The uniform charge distribution in a enclosed space system can be represented by applying the gauss…

Q: 1. The point charges of +Q at (-1,0), +Q at (1,0), and -2Q at (0,1) lie in a plane where z = 0,…

A: It is given that: +Q at (-1,0), +Q at (1,0), and -2Q at (0,1)

Q: The following charges distributions are present in free space as shown in Figure, point charge 6 nC…

A: We need to find electric field at origin due to surface charge only for the the given charge…

Q: free space, q1 = 3nC charges are placed on y = 1 and y = 6, respectively, on the y-axis as shown in…

Q: Three plates A,, A, and Az with charge density ơ1 = 2nc m2 02 = 4 m2 пс and 0z = -4. m²are placed in…

A: We need to find out electric field at different point for given charge distribution.

Concept explainers

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.

Question

Q1) Given the following charge distributions; 2 pC at P (1,1,1), 2
at
m2
(y=-3), 5 ĐC
at (x=1, z=1), and 1
pC
at (x=2), find in Cartesian
m
m2
components, the
(i) Resulted electrical field intensity at point Q (1,90°,1).
(ii) Resulted electrical flux density at point Q (1,90°,1).
Q2) if the electrical flux density resulted from a point charge in free space
is (26.55ax + 53.1a, + 61.95az ), find the electrical field
intensity.
m2
Q3) given the electrical flux density equal to (20r²a,
find
(i) The total electric flux leaving the surface of a sphere of radius
(r)=1
m2
(ii) The total charge lying within the sphere of radius (r)=1

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, electrical-engineering and related others by exploring similar questions and additional content below.

Similar questions

A dielectric sphere has a radius of 5 cm and a total charge of +20μC, its center is located 10 cm to the left of point P as illustrated in the image.8 cm to the right of point P is a very long line of uniform charge with a linear density of + 6.2μC * m-1 With the given data, calculate:(A) The electric field due to the sphere at point P.(B) The electric field due to the line of charge at point P.(C) The net electric field at point P.(D) The electrostatic force (magnitude and direction) that all this configuration would exert on a point particle of +5 μC located at point P.
Calculate D in rectangular coordinates at point P(2,-3,6) produce by: (a) a point charge QA=55 mC at Q(-2,3,-6); (b) a uniform line charge ρLB=20mCmρLB=20mCm on the x axis; (c) a uniform surface charge density ρSC=120μCm2ρSC=120μCm2on the plane z=-5m.
(a) Using Gauss’ law, derive an expression for the electric field intensity at any point outside a uniformly charged thin spherical shell of radius R and charge density a C/m2. Draw the field lines when the charge density of the sphere is (i) positive, (ii) negative. (b) A uniformly charged conducting sphere of 2.5 m in diameter has a surface charge density of 100 µC/m2. Calculate the (i) charge on the sphere (ii) total electric flux passing through the sphere
Find E at the origin if the following charge distributions are present in free space: point charge, 12 nC at P(2, 0, 6); uniform line charge density, 3nC/m at x =−2, y = 3; uniform surface charge density, 0.2nC/m² at x = 2
A cylindrical metal can has a height of 27 cm and a radius of 11 cm. the electric field is directed outward along the entire surface of the can (including the top and bottom), with a uniform magnitude of 4.0 x 105 N/C. How much charge does the can contain? 2. An insulating sphere with a radius of 20 cm carries a uniform volume charge density of 1.5 x 10-6 C/m3. Find the magnitude of the electric field at a point inside the sphere that lies 8.0 cm from the center. 3. A square metal plate with a thickness of 1.5 cm has no net charge and is placed in a region of uniform electric field 8.0 x 104 N/C directed perpendicularly to the plate. Find the resulting surface charge density on each face of the plate.
Find the electric potential difference V12 between two points in free space at radial distances r1and r2 from an infinite line of charge with density ρl along the z-axis,where the electric field due to an infinite line of charge is: ~E= ˆrρl/2e0r
A spherical charge of radius 3 cm and a volume charge density given below. How much is the D-field at a distance of 8 cm from the center of the spherical charge and in uC/(m^2) and 3-decimal places? note: PV = 20 mC/m^3
A point charge Q1 = 46 nC is located at P1(1,-4, -5) while a charge Q2= 31 nC is located at P2(9, -5,6), both in free space. Find Ex at P3(5, 3, -7).
Two bidirectionally infinite line charges exist in vacuum. One has a charge density of -7 nC/m at x = -3, y = -4, while the other has a charge density of 7 nC/m at y = -1, z = -2. Determine the y-component of the electric field in V/m at (8, 1, 2). All coordinates are measured in meters.
There is an arrangement of three charges distributed along a perimeter of a circumference, the charge q1, is located at the point r1 = r with an angle of 900, q2, is located at the point r2 = r with an angle of 1500, q3, is located at the point r3 = r with an angle of 300. Calculate the electric field on charge q1. Consider that the charges q1, q2 and q3 are equal to q.
I need a solution within 15 minutes Q2)If a 1.5cm radius, 2V conductor embedded in silica is 10cm far away from a 0V conducting plane;A) Find the maximum surface charge density on the wire and its location.B) The capacitance per unit length between the wire and its image. *
Please write to text format The charge per unit length on the thin rod shown below is ?. What is the electric field at the point P? (Hint: Solve this problem by first considering the electric field dE at P due to a small segment dx of the rod, which contains charge dq = ? dx. Then find the net field by integrating dE over the length of the rod. Use the following as necessary: L, a, ?, and ?0. Enter the magnitude. Assume that ? is positive.) E