Four wires meet at a junction. In two of the wires currents I1 = 1.17 A and I2 = 2.23 A enter the junction. In one of the wires current I3 = 6.71 A leaves the junction.
a) Draw what is given in the statement above.
b) Find the current in the fourth wire and indicate its direction.
Four wires meet at a junction. In two of the wires currents I1 = 1.17 A...
Four wires meet at a junction. In two of the wires, currents I1=1.47A and I2=2.75A enter the junction. In on of the wires current I3=6.35A leaves the junction. Find the current in the fourth wire and idicate its direction. Current: (amps) Direction: (out of junction, into the junction, undetermined)
Four wires meet at a junction. In two of the wires, currents I = 1.49 A and I, = 2.71 A enter the junction. In one of the wires, current 13 = 6.11 A leaves the junction. Find the current in the fourth wire Is and indicate its direction. 1.- 2.14 direction: O out of the junction O undetermined O into the junction
Four long straight parallel wires are oriented perpendicular to
the x-y plane and carry currents I1, I2,
I3 and I4. The magnitudes of the currents are
all identical and equal to 4.015 A. Current I3 is into
the x-y plane (i.e. into the screen), whereas each of the other
three currents are all out of the x-y plane(i.e. out of the screen)
as shown below. Each of the wires is a distance of 2.987 cm from
the origin as measured...
Following three sinusoidal currents flow in to the junction: i1=5sin⍵t , i2=5sin(⍵t+30°), i3=5sin(⍵t−120°) find the rms value of resultant current that leaves in the junction.
The figure shows three long, parallel, current-carrying wires.
The current directions are indicated for currents
I1 and I3. The three
currents have equal magnitudes. In the space provided below write
the direction of the currentI2 ( it
could be INTO the page or OUT of the page, it is your choice!).
Then, accordingly to your selection of
I2 , write the direction of the net
force acting on the wire I3 due to the
presence of the other two wires....
For the circuit shown in the figure below,we wish to find the
currents I1, I2, and
I3.
(a) Use Kirchhoff's rules to complete the equation for the upper
loop. (Use any variable or symbol stated above as necessary. All
currents are given in amperes. Do not enter any units.)
30 V =?
(b) Use Kirchhoff's rules to complete the equation for the lower
loop. (Use any variable or symbol stated above as necessary. All
currents are given in amperes. Do...
accurate answer plz
I1. Three wires are arranged at the cormers of an equilateral triangle with equal currents in the rections as shown. Draw the direction of the net force on wire 1 due to wires 2 and 3 I3
I1. Three wires are arranged at the cormers of an equilateral triangle with equal currents in the rections as shown. Draw the direction of the net force on wire 1 due to wires 2 and 3 I3
There are two crossed wires and two wire loops, the given
currents are inner loop = I1, outer loop=I2, and horizontal wire is
I3. the radius of the large loop=r1 and the radius of the small
loop=r2. the distance between the center of the concentric loops
and the horizontal wire is d2 and the distance from the center of
the loops to the vertical wire is d1. The magnetic field (B) at the
center of the concentric loops is 0....
Four long straight parallel wires are oriented perpendicular to
the x-y plane and carry currents I1, I2,
I3 and I4. The magnitudes of the currents are
all identical and equal to 8.475 A. Current I4 is into
the x-y plane (i.e. into the screen), whereas each of the other
three currents are all out of the x-y plane(i.e. out of the screen)
as shown below. Each of the wires is a distance of 6.105 cm from
the origin as measured...
Two long, parallel wires carry currents of I1 = 2.85 A and I2 =
5.45 A in the directions indicated in the figure below, where d =
19.5 cm. (Take the positive x direction to be to the right.)
(a) Find the magnitude and direction of the magnetic field at a
point midway between the wires.
magnitude______ μT
direction________ ° counterclockwise from the +x axis
(b) Find the magnitude and direction of the magnetic field at
point P, located d =...