Determine the values of I1, I2, and I3 that satisfy the following three equations.
−1.12I1 + I2 + I3 = 5.45, and −3.08I1 + I2 = 0, and 1.20I1 + 1.20I3 = 0.
(a) I1 = _________. A
(b) I2 = ______. A
(c) I3 = _______A
Determine the values of I1, I2, and I3 that satisfy the following three equations. −1.12I1 +...
(a) Determine the currents I1, I2, and I3 in the figure above. Assume R = 12 Ω and the internal resistance of each battery is r = 1.0 Ω.I1 = ____ AI2 = ____ AI3 = ____ A(b) What is the terminal voltage of the 6.0 V battery?______ V
(a) Show that the system of differential equations for the currents i2(t) and i3(t) in the electrical network shown in the figure below is L1*(di2/dt) + Ri2 + Ri3 = E(t) L2*(di3/dt) + Ri2 + Ri3 = E(t) Solve the system in part (a) if R = 5 Ω, L1 = 0.01 h, L2 = 0.05 h, E = 100 V, i2(0) = 0, and i3(0) = 0. i2(t) = ?? i3(t) = ?? (c) Determine the current i1(t). i1(t)...
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
Using the mesh-current analysis, derive mesh current equations
for i1, i2, i3, i4,
i5, and i6. The values of dependent sources
should be replaced with the expressions of mesh currents in KVL
equations.
1. (20 points) Using the mesh-current analysis, derive mesh current equations for ii, i2, iz, 14, 15, and i6. The values of dependent sources should be replaced with the expressions of mesh currents in KVL equations. Do not need to simplify the equations and do not solve...
Find i1, i2, i3, i4 and i5
(answer i1 = 0.5A, i2 = 5.308 A, i3 = 0.308 A,
i4 = -2.692 A, i5 = 2.808 A)
20 V 10 V ОЗА
(a) Determine the currents I1, I2, and I3 in the figure above.
Assume R = 12 Ω and the internal resistance of each battery is r =
2.0 Ω.
I1 = _________A
I2 = _________A
I3 = _________A
(b) What is the terminal voltage of the 6.0 V battery?
The following equations describe an electric circuit. −I1(233 Ω) + 5.80 V − I2(389 Ω) = 0 I2(389 Ω) + I3(150 Ω) − 3.10 V = 0 I1 + I3 − I2 = 0 Calculate the unknowns (in mA). With respect to the 5.8 V battery, consider current moving toward the positive pole as positive and current moving toward the negative pole as negative. I1= ________mA I2= ________mA I3= ________mA
The following equations describe an electric circuit. −I1(236 Ω) + 5.80 V − I2(400 Ω) = 0 I2(400 Ω) + I3(150 Ω) − 3.10 V = 0 I1 + I3 − I2 = 0 (a) Draw diagram of the circuit. Identify the physical meaning of each unknown on your drawing. (b) Calculate the unknowns (in mA). With respect to the 5.8 V battery, consider current moving toward the positive pole as positive and current moving toward the negative pole as...
Determine the currents I1, I2,
and I3 in the figure. Assume the internal resistance of each
battery is 1.0 ohm
From a Cramster Solution:
Physics for Scientists and Engineers with Mod... ch. 26, prob
36P
Question Details
(a) Determine the currents I1, I2, and I3 in thefigure. Assume the
internal resistance of each battery is 1.0Ω.
Solve for the currents I1, I2, and
I3
Answers: I1 = 2.87A , I2 = -0.42A ,
I3 = 3.29A
Answers are provided but I do not know how to solve for them.
Please show work and explanations if possible.