Two long, parallel wires carry
a current of 4.45 A in a direction that is out of the page. The
wires are d = 5.33 cm apart. Determine the
magnitude of the net magnetic field, in ?T, at a point that is the
same distance d above one of the wires as shown.
(You need to determine the vector sum of the two magnetic fields.)
Answer: 26.4 microT
Two long, parallel wires carry a current of 4.45 A in a direction that is out...
Two long, parallel wires carry a current of 5.00 A in a direction that is out of the page. The wires are 10.0 cm apart. Determine the the net magnetic field vector at a point that is 10.0 cm above one of the wires as shown. 1.
The figure below shows two long, parallel wires in
cross-section, and the currents they carry are directed out of the
page. The left wire carries a current ofI1 = 2.96 A,and the right carries a current ofI2 = 3.45 A.The two wires are a distanced = 20.0 cmapart. Point P is the same distance d above
the right wire.Assume the +x-direction is to the right, and the
+y-direction is upward.A cross-sectional end view of two parallel wires carrying
current out...
Two long thin parallel wires 13.0 cm apart carry 24-Acurrents in
the same direction.
Part A:
Determine the magnitude of the magnetic field vector at a point
10.0 cm from one wire and 6.0 cm from the other (Figure 1) .
Part B:
Determine the direction of the magnetic field vector at that
point.
degrees, measured counterclockwise from the positive x
axis
Four long parallel wires each carry a current of 1.0 A. The current direction is out of the page through wires 1 and 3 and into the page through wires 2 and 4. Use Ampere's Law to calculate the magnitude and direction of the magnetic field at point A located at the center of the square. The diagram below represents a scale drawing of the actual "square" and you can use measurements to obtain any distances you need to complete...
Two long thin parallel wires 13.0 cm apart carry 29-A currents
in the same direction.
1) Determine the magnitude of the magnetic field vector at a
point 10.0 cm from one wire and 6.0 cm from the other
2) Determine the direction of the magnetic field vector at that
point. Example: θ= ... degrees, measured counterclockwise from the
positive x axis
13.0 cm 10.0 cm $6.0 cm
i nerd help
5. Two long parallel wires 30.0 cm apart carry /,= 25A and 1, = 8.0 A currents perpendicu wires 30.0 cm apart carry = 25.4 and 804 currents perpendicular to the plane of the paper, as shown (a). Show the directions of the magnetic fields currents, and /, produce at point P.(pos. (b) Calculate the magnitude of the magnetic field current produces at point P. (spis) (c) Calculate the magnitude of the magnetic field current /, produces...
21 Two long, parallel wires each carry the same current, I, and the two currents are parallel to each other. The two wires are a distance r apart. What is the magnitude of the magnetic field, B, at point, P, the midpoint between the two wires? Wire 1 7 .P Wire 2 Select one: O a. B = out of the page O b. B = into the page OcB into the page O d. B = 0 T, no...
As shown in the figure below, two long parallel wires (1 and 2)
carry currents of I1 = 3.10 A and
I2 = 5.10 A in the direction indicated.
(a) Determine the magnitude and direction of the magnetic field
at a point midway between the wires (d = 10.0 cm).
(b) Determine the magnitude and direction of the magnetic field
at point P, located d = 10.0 cm above wire 1.
PLEASE HELP!!!
8. Two long, parallel wires each
carry a current I in the same direction as shown in the figure. The
magnetic field at the point P, midway between the two wires is
________.
zero
directed into the page
directed out of the page
parallel to the wires in the same direction as the
current.
parallel to the wires, in the opposite direction as the
current.
9. A long, straight wire carries a current of 20A to the right....
Two long parallel wires 8.20 cm apart carry the same current (given below) in the same direction, out of the screen. Determine the magnetic field at a point P, 12.0 cm from one wire and 13.0 cm from the other. Give (a) the magnitude, and (b) the angle from the negative x-axis (dotted line) The current is 16.816 A