
is the formula all greek letters? please tell me how to input
I think you messed up with 0 . Dont
forget to put Zero (0) in subscript.
otherwise your answer seems perfectly correct.
You can figure out it using ampere's circuital law ,
is the formula all greek letters? please tell me how to input What is the magnitude...
Consider two wires carrying currents i in rate following arrangement. We want to fine me magnetic field (magnitude and direction) of point P. we will use super position and symmetry arguments to find me magnetic field at point P, as well as mp fact that me magnetic field at a distance r from an infinite current carrying wire is B = mu_o i/2 pi r A) What is the magnetic field due to the semi-infinite wire AB? B) What is...
What is the magnitude of the magnetic field of a loop carrying
constant current in the center of the loop?
B =
Magnetic field field due to a loop of current r=(x+ + y 12 dBy Imagine a thin current loop of radius R as in the figure above carrying a constant current I in the direction out of the page (the loop in the figure is turned slightly for a better view). What is the magnitude of the magnetic...
Part D Constants Long, straight conductors with square cross section, each carrying current I, are laid side-by-side to form an infinite current sheet with current directed out of the plane of the page (see the figure (Figure 1)). A second infinite current sheet is a distance d below the first and is parallel to it. The second sheet carries current into the plane of the page. Each sheet has n conductors per unit length. Find the direction of the net...
c. Use Guass' law to find the magnitude of the electric field at
the right end of the cylinder in terms of σ. Show your work.
What is the electric field at the left end of the cylinder?
Explain your reasoning.
Does the electric field near a large sheet of charge depend on
the distance from the sheet? Explain, using your results above to
justify your answer.
Is your answer consistent with the electric field lines ?
Explain how you...
"The radius of curvature of an electrode determines the magnitude of E just outside of it. A sharp point has a tiny radius of curvature, a flat surface has an infinite radius." Could someone tell me what these sentences above mean please? Also, is electric field stronger just outside a curved or a flat surface?
Determine the magnitude of the magnetic field midway between two long straight wires separated by a distance d if one carries current I1 when the other carries I2. Assume I1>I2. a.) Assume these currents are in the same direction. Express your answer in terms of the variables d, I1, I2, and appropriate constants. b.) Assume these currents are in opposite directions. Express your answer in terms of the variables d, I1, I2, and appropriate constants.
A solid ball of radius has a uniform charge density . A) What is the magnitude of the electric field at a distance from the center of the ball? Express your answer in terms of, , ,and . = Part B What is the magnitude of the electric field at a distance from the center of the ball? Express your answer in terms of, ,, and . = Part C Let represent the electric field due to the charged ballthroughout...
Please answer each question in the space below it. Show all your work for full credit. 1. Two parallel wires run horizontally and carry current in the same direction (to the right). They both carry a current of 3.7 mA. They are separated by a distance of 30.0 cm. (a) Draw the situation including the magnetic field produced by each wire in the space in between, above, and below the wires. (b) What is the magnetic field along the line...
please tell me the answer and tell me why you chose it please help
me!! i would appreciate it
This page LUNClusions on the back of C) 9.8 m/s o D) 10 miles per hour 18) Calculate the velocity acciate the velocity at time t=2s for a ball the A) 10.1 m/s B) -5.2 m/s C) 0.3 m/s D) 4.6 m/s straight up with an initial velocity of 15 m 19) A rock is tossed skyward at an angle of...
Problem 6. Two infinitely long wires are arranged side by side. The current I, is pointing out of the page. The current I1 is pointing into the page. The distance between the wires is d. Let the magnitude of the currents be equal. I = I) Find the direction of the total magnetic field at the following coordinates. Give the answer as a positive or negative unit vector i, j, or k.23. At (2d, 0) (A) rightward (B) up (C) out (D)...