Two VERY LONG wires are placed along parallel linesas shown below in the picture. The wire ON THELEFT (at X:= 0) has a current going out of thepage of value, I1 ='4 A. The current on the RIGHT(at X2= d) has a current going into the page of thepage of value, l2 = 6 A. The point "P" is at thelocation (x=6.00cm, z=10.4cm)Wire 1Wire 2a. Find the magnitude of the magnetic field due towire 2 at the location of wire 1The Biot-Savart law say the direction of the magnetic field at a field point located in adirection (from source to field point) where a source wire carries a current in theî is Pxithe direction of the magnetic field due to wire2 at the location of wire1.c. Using the formulaformatfind the force per unit length in "I.j,k"1, 1, x B,d. Find the magnitude of the magnetic field due to wire2 at the location of field pointPe. Find the unit directions for f and î and perform the cross product to determinethe direction of the magnetic field due to wire2 at the location of field point P.f. Find the magnitude of the magnetic field due to wire1 at the location of field pointPg. Find the unit directions for f and I and perform the cross product to deteminethe direction of the magnetic field due to wire1 at the location of field point Ph. Find the Total B field at the field point P in "I, j, k" format

Given that,I1=4AI2=6 Afrom the figure , Point P is (6cm, 10.4 cm)we know that,d2=0.06 md=0.12…

Answered: Two VERY LONG wires are placed along…

Similar questions

Final Answer must be whole number or decimal number only!!!
The electric field in three different wires (I, II, III) made of the same metal, with current flowing in the wires, is shown below. (The rest of the circuit, including the battery, is not shown.) The electric field in each wire is: É 1 = É 3 = (0.050, 0, 0) V/m and É 2 = (0.800, 0, 0) V/m. Wires I and III have a diameter d1 = 0.005 m, and Wire |l has a diameter d = 1.25 × 10¬3 m. In Wire I, 6.19 х 1018 electrons flow per second at an average drift speed 3.5 x 10-º m/s. di d2 dị A В C x=0 x=0.5 m x=0.6 m x=1.6 m I II III
A set of wires arranged on the corners of a square of side length ?s each carry a different current, as shown in the figure. The wire in the lower left corner carries a constant current ? in the k-direction. The wire in the upper left corner carries a current I→1=−I⁢k, the wire in the upper right corner carries a current I→2=−12⁢I⁢k, and the lower right wire carries a current I→3=I2⁢k. Determine the vector expression for the net magnetic force FB→ per unit length L on the lower left wire using ??? unit vector notation. Express your answer in terms of the permeability μ0 of free space, s, ?, and numerical constants.
5. Consider two (1 and 2) wires both having constant circular cross sectional areas: wire 1 has diameter = d, ; wire 2 has diameter = d. Potential differences are applied across each wire so that they both carry current. The current in wire 1 is I, and in wire 2 it is I, ; the the magnitude of the current density in wire 1 is J, and in wire 2 it is J,. If I,= I, and J, = (2) J, then wire diameters must be such that d, = (?) d. a. 2/2 b. V212 c. 2 d. V2 e. V214
A copper wire with a square cross-section (side length 5.00 µm) is next to an iron wire with a rightward current of 3.00 A. The two wires are parallel over a region of 20.0 cm, where they are 1.60 cm apart. The iron wire produces a magnetic field on the copper wire. The copper wire is connected to a 5.00 V power source, with current directed rightward. Data of copper: resistivity = 1.68 x 10-8 Ohm m; free electron number density = 8.50 x 1028/m3
Question in the attachments
A caterpillar of length 6.00 cm crawls in the direction of electron drift along a 8.20-mm-diameter bare copper wire that carries a uniform current of 38.0 A. (a) What is the potential difference between the two ends of the caterpillar? (b) Is its tail positive or negative relative to its head? (c) How much time does the caterpillar take to crawl 2.30 cm if it crawls at the drift speed of the electrons in the wire? (The number of charge carriers per unit volume is 8.49 × 1028 m-3 and resistivity of copper is 1.69 × 10-8 Ω·m.)
Two VERY LONG wires are placed along parallel lines as shown below in the picture. LEFT (at Xı= 0) has a current going out of the page of value, I = 4 A. The current on the RIGHT (at X2= d) has a current going into the page of the page of value, 2 = 6 A. The point "P" is at the location (x=6.00cm, z=10.4cm) The wire ON THE d d Wire 1 Wire 2 a. Find the magnitude of the magnetic field due to wire 2 at the location of wire 1 The Biot-Savart law say the direction of the magnetic field at a field point located in a direction f (from source to field point) where a source wire carries a current in the direction î is îxî b. Find the unit directions for î and Î and perform the cross product to determine the direction of the magnetic field due to wire2 at the location of wire1. c. Using the formula format find the force per unit length in "Ij,k" = 1, I, x B, d. Find the magnitude of the magnetic field due to wire2 at the location of field point e. Find the unit directions for f and Î and…