Use the integral and the evaluation of the integral in the attached picture to calculate the net electric field. This is Coulomb’s law to find the magnitude of the net electric field at the origin, which is point ‘P.’ The problem involves a rod with a length of 0.7 meters, which is charged with a uniform charge density of +5.5 microcoulombs / meter and placed 0.1 meters from the origin, point ‘P.’ Thank you.

Use the integral and the evaluation of the integral in the attached picture to calculate the net electric field. This is Coulomb’s law to find the magnitude of the net electric field at the origin, which is point ‘P.’ The problem involves a rod with a length of 0.7 meters, which is charged with a uniform charge density of +5.5 microcoulombs / meter and placed 0.1 meters from the origin, point ‘P.’ Thank you.

Similar questions

Two charges, -22 µC and +3.7 µC, are fixed in place and separated by 4.5 m. (a) At what spot along a line through the charges is the net electric field zero? Give the distance of the spot to the positive charge in meters (m). (Hint: The spot does not necessarily lie between the two charges.) (b) What would be the force on a charge of +14 µC placed at this spot?
Ans me please
The figure below shows four small spheres, each with a positive charge, at the corners of a square. The length of each side of the square is a. The sphere at top-right has a charge of q; the one at lower-left has a charge of 7.0g, the other two each have a charge of 2.5g. (Assume that the +x-axis is to the right and the +y-axis is up along the page.) 2.59 7.0g 2.5g (a) What is the magnitude of the force on the sphere with charge q? Express your answer in terms of ke. q, and a in symbolic form. F = (b) What is the direction of the force on the sphere with charge q? (Enter your answer in degrees counterclockwise from the +x-axis.) 1 counterclockwise from the +x-axis
Point charges q1 and q2 are held in place at the(x,y) coordinates specified below. Point P is apoint of interest, there is no charge at point P.Charge ?1 = +2.67 × 10−9 ? at (1, 1) meters.Charge ?2 = −1.00 × 10−9 ? at (5, 1) meters.Point P is at (5,00, 4.00) meters. Calculate the magnitude of the electric potential V at point P due to charges q1 and q2.
Please help me in this
Please excuse the lack of labeling on the diagrams Because of software problem. The small circle On the left represents Q, and one on right Represents Q,. The x between the2 charges represents point P,the midpoint between the two charges,while the little circle below represents point A, directly below Q. the distance between Q, aqnd Q is 40 cm. Point A is 30 cm below Q. If Q = 5 µC and Q = 10 µC Find %3D a) Potential at Point P, b) the potential at A, c) the work done to move a test charge q = e = 1.6x10-19 from point P to A
You Answered Correct Answer A line of charge is placed along the negative x axis from x=-0.4m to x=0. The charge is uniformly distributed with linear charge density 3.06pC/m. A proton is released from rest at a point on the positive x axis 2.53m. When the proton has a speed of 472.1m/s, how far will it have moved (in m}? 1.0975 margin of error +/-1%
In the question above, charge q 2 is 2x10 -9C and charge q 1 has mass 0.23g. The separation r is 2.5cm, and the angle θ is 15.9 degrees. Find q 1(magnitude and sign, you don't need to enter a + for positive answers but you will need to enter a - if negative). Note: the answer for this question is very small and using scientific notation will help. This system uses E in place of x10 so for example to enter 3x10 -24 type 3E-24 in the answer box.
b and c please
In the early 1900's Robert Millikan discovered the peculiar property that charge came in little packets, no smaller than e = 1.602 x 10-19 C -- he had measured the charge of the electron. Here's (roughly) how he did it. He removed an electron from an initially neutral droplet of oil with diameter 0.5 ??μm. In a vacuum, he positioned the droplet between two metallic plates separated by 6 mm and fiddled with the potential (voltage) across the plates until the droplet would hover against the force of gravity. Droplets of this size with +e charge would hover, but only for a particular voltage (otherwise they would sink or rise). Given the parameters stated here, and the fact that the density of the oil was 831 kg/m3, what was the voltage that made the droplets hover? (give your answer with 0.1 V precision)