Solve II,12 (a) at point C: I1 + I2 = 13 (b) Loop rule bcfeb ()10...
6. (25 points, list equations 10 points, solve I1, I2, 13, 10 points, substitue three values back, show 3 equations are satisfied, 5 points) 14 V + 4.0 Q 1 6.0 0 10 V 2.0 (a) at point C: 11+ 12= 13 (b) Loop rule befeb ()10 (06 11 )14 ()4* 12-0 (c) Loop rule bedab ()10 (06* 11 O2* I3 = 0
Junction Rule:
I1+I2=I3
(1)
Loop Rule: Loop ABEFA
ε1-I1R1-I3R3=0
2
Loop Rule: Loop CDEFC
ε2-I2R2-I3R3=0
(3)
HOW DO YOU FIND THE CALCULATED CURRENT PLEASE SHOW THE STEPS!
THANK YOU
Data Table 2 1 2 3 4 5 Measured Voltage Calculated Current (Using Ohm's Law) Measured Current Calculated Current (Using Equation 1-3) % error (compare column 3 and 4) R1 AVAB -5.51 0.045 0.05 R2 AVCD -3.51 0.043 0.04 RE AVEF-4.49 0.089 0.09 ** Currents in column 2 and 4 should...
6.(25 points, list equations 10 points, solve 11, 12, 13, 10 points, substitue three values back, sho 3 equations are satisfied, 5 points) 14 V 54.0 22 VA 2.0 0 (a) at point C:1, + 12 - 13 (b) Loop rule befeb 010 (6-11 14 ( 4* 12 = 0 (c) Loop rule bedab (10 ()6*1, 02* 13 = 0
A long straight wire carrying a current I1 is near a wire loop as shown. For each part, determine whether the magnetic flux Φ through the loop due to Ii is into the page, out of the page or zero, and whether the current 12 induced in the loop is clockwise, counterclockwise or zero. a) I1 is constant to the left and the loop is moving toward the wireΦ: into page/out of page/zero I2: clockwise/counterclockwise/zero b) I1 is increasing to the right Φ: into...
(1 point) In the circuit
below, i1 = -2 A, i2 = 8 A, and v1 = -2 V. Use nodal analysis to
find vx and iy in the circuit below
i1 8Ω 15 Ω 36 Ω 2 iy y 14 Ω 20 Ω ν1 24 Ω 10 Ω i2 40 Ω 35 Ω 12 Ω 16 Ω 0.4Vx 2013 Paul Hummel CC BY NC SAΑ
For the path shown, the net magnetic flux equals to
Question options:
A
μ0(I2−I1)
B
μ0(I1−I2)
C
μ0(I1+I2)
D
0
1 + I
2140) Refer to Figure 2140. Assume all mks units. Determine Loop Currents:
I1/_ ThI1, I2/_ThI2, I3/_ThI3 given
V1=10/_ 1.10,
V2= 4/_ 1.30,
V3=15/_ 1.20,
R4=10,
XC5=13,
XL6= 7,
XL7= 5,
R8=16,
XC9=10 ans:6 in radians
? L6 + V2172 ? R8 ? 12/?12 ? L7 R4 2C5 co 13,/g13 11/?11 ? Figure 2140
The figure shows part of circuit with the direction of electric
currents I1, I2, I3, I4, and Ix indicated by ar- rows. Which is the
correct expression for Ix?
Please explain the reasoning behind the answer
12. The figure shows part of circuit with the direction of electric currents I1, 12, 13, 14, and IT indicated by ar- rows. Which is the correct expression for Ir? A. 11-12 13 C. 12-11 D. 11 12 13 14 IX
I1=13 A,
I2=12 A, r=0.0033 m, a=0.0027 m, and b=0.0068 m.
The figure shows a wire with current I¡ coming out of the page. It is surrounded by a cylindrical shell with inner radius a and outer radius b, and a current 12 uni- formly distributed throughout the material and coming out of the page. What is the magnitude of the magnetic field a distance r away from the center of the figure when a<r < b?
An infinitely long single wire with current I1 =55 A and a rectangular wire loop with current I2 = 0.75 A are in the same plane as shown. The dimensions of the loop are a = 0.052 m and b = 0.145 m. The infinite wire is parallel to side AD of the loop and at a distance d = 0.19 m from it. Part (a) Express the magnitude of the magnetic force Fad, from Iy on wire AD in terms...