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Question 1
For the diagram above, the following voltages are specified:
vAvDvEvGvHvab=3V=1V=2V=2V=−2V=1V
v A
v D
v E
v G
v H
v ab
=3V
=1V
=2V
=2V
=−2V
=1V
Here, v_{ab}v ab
indicates the voltage referenced from node b to node a. In other words, imagine v_{ab}v ab
being identified in the diagram as having a "-" at node b and a "+" at node a. The other voltages are specified using the labeled references.
Question 3
For the same circuit, find v_Fv F
in units of volts. Enter your answer in the space below without the units.
Answers
Answered by
2
Answer:
Require lengthy offline/ batch training. Do not learn incrementally or interactively, in real-time. Poor transfer learning ability, reusability of modules, and integration. Systems are opaque, making them very hard to debug
Answered by
0
Answer:
Question 1 : VC = ?
VC = VB + VE = VD - VF (parallel)
Vab = VA + VB+ VG
1 = 3 + VB + 2
VB = -4
VC = VB + VE(parallel)
VC = -4 + 2 = -2
Question 2 : Vac = ?
Vac = VA + VD + VH = 3 + 1 -2 = 2
Question 3 : VF = ?
VC = VD - VF
VF = VD - VC = 1 + 2 = 3
Note: (why VC = VD - VF? If you look carefully at the circuit diagram you can see that VF towards ( - to +)
Explanation:
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