Deck 9: Branch, Loop, and Node Analyses

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سؤال
The loop current is not necessarily the actual current in a branch.
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سؤال
A loop is a closed current path in a circuit.
سؤال
A node is a junction of two or more current paths.
سؤال
What circuit law is used in the mesh current method?

A) Kirchhoff's current law
B) Kirchhoff's voltage law
C) the power law
D) Ohm's law
سؤال
To convert from a wye to an equivalent delta, superimpose the two and take the sum of the products of the wye, then divide by the opposite wye resistor from the delta resistor you are trying to find.
سؤال
An advantage of mesh currents over branch currents is:

A) The mesh current method can be applied to circuits with any number of loops.
B) The mesh current method requires fewer equations than the branch method.
C) There are no negative answers for current.
D) There are no advantages.
سؤال
A node is where the voltage is connected to the circuit.
سؤال
Mesh currents flow in a counter-clockwise direction through each loop.
سؤال
The branch method is based on loop currents.
سؤال
Loop/Mesh analysis uses simultaneous equations to calculate the current through each component.
سؤال
The branch current method involves using:

A) loops and nodes
B) voltages and nodes
C) junctions and nodes
D) loops and junctions
سؤال
Which of the following are useful for analyzing circuits with two or more voltage or current sources?

A) mesh current method
B) node-voltage method
C) branch current method
D) all of the above
سؤال
The rule, when solving for several unknown quantities is:

A) You must have the same number of equations as there are unknown values.
B) You must use substitution.
C) You must use determinants.
D) Use Ohm's law.
سؤال
In the equation; 5I1 - 8I2 = 10, which is the coefficient for I1?

A) 10
B) -8
C) 5
D) 8
سؤال
The loop current direction must be drawn:

A) counter-clockwise
B) clockwise
C) It doesn't matter, as long as you are consistent.
سؤال
Delta to wye configurations are used in bridge circuits.
سؤال
What is a loop current?

A) Loop currents are assigned currents
B) Loop currents are actual currents.
سؤال
Simultaneous equations can be solved by substitution or by using determinants.
سؤال
What is the significance of a negative sign in the answer for current, when solving network problems?

A) It means you must chose the correct direction for the actual, net, current flow.
B) It means that the negative current flows in the opposite direction from the assigned current.
C) It means you must subtract the negative value from the other value.
D) It means there is a negative current flow.
سؤال
What circuit law is used in the node voltage method?

A) Kirchhoff's current law
B) Kirchhoff's voltage law
C) Ohm's law
D) the power law
سؤال
Give the two equations, 2I1 = 8 - 5I2 and 0 = 4I2 - 5I1 + 6, in standard form.

A) 2I1 + 3I2 = 6
4I1 - 2I2 = 8
B) 2I1 + 5I2 = 8
5I1 - 4I2 = 6
C) 3I1 + 5I2 = 6
2I1 + 4I2 = 8
سؤال
<strong>  See Figure 9-3. Using R = 100 Ω, compute the current through the 50 Ω resistor.</strong> A) 2.14 mA B) 21.47 µA C) 21.47 A D) 21.47 mA <div style=padding-top: 35px>
See Figure 9-3. Using R = 100 Ω, compute the current through the 50 Ω resistor.

A) 2.14 mA
B) 21.47 µA
C) 21.47 A
D) 21.47 mA
سؤال
<strong>  See Figure 9-3. If R = 100 Ω, compute the current through the 50 Ω resistor. Use the delta-wye conversion method.</strong> A) 21.5 mA, Left to Right B) 31.8 mA, Right to Left C) 21.5 mA, Right to Left D) 31.8 mA, Left to Right <div style=padding-top: 35px>
See Figure 9-3. If R = 100 Ω, compute the current through the 50 Ω resistor. Use the delta-wye conversion method.

A) 21.5 mA, Left to Right
B) 31.8 mA, Right to Left
C) 21.5 mA, Right to Left
D) 31.8 mA, Left to Right
سؤال
<strong>  See Figure 9-5. The equation obtained from performing loop analysis on loop #1 is:</strong> A) 3I1 + 7I2 - I1) + 5 V = 0 B) 3I2 + 7I2 - I1) - 5 V = 0 C) 3I2 + 7I1 - I2) + 5 V = 0 D) -3I2 + 7I2 - I1) + 5 V = 0 <div style=padding-top: 35px>
See Figure 9-5. The equation obtained from performing loop analysis on loop #1 is:

A) 3I1 + 7I2 - I1) + 5 V = 0
B) 3I2 + 7I2 - I1) - 5 V = 0
C) 3I2 + 7I1 - I2) + 5 V = 0
D) -3I2 + 7I2 - I1) + 5 V = 0
سؤال
What is the characteristic determinant from the following equations? 5I1 - 8I2 = 10
L0I1 + 5I2 = 20

A) 10
B) 55
C) 105
D) -90
سؤال
<strong>  Which of the following terms describes the voltage across the 7 Ω resistor when using mesh analysis?</strong> A) 7 Ω) I<sub>2</sub> B) 7 Ω) I<sub>1</sub> + I<sub>2</sub> C) 7 Ω) I<sub>1</sub> D) 7 Ω) I<sub>1</sub> - I<sub>2</sub> <div style=padding-top: 35px>
Which of the following terms describes the voltage across the 7 Ω resistor when using mesh analysis?

A) 7 Ω) I2
B) 7 Ω) I1 + I2
C) 7 Ω) I1
D) 7 Ω) I1 - I2
سؤال
A branch is a path that connects:

A) two components
B) two multiple loop circuits
C) two loops
D) two nodes
سؤال
<strong>  In Figure  what value of R will result in a balanced bridge?</strong> A) 60 Ω B) 300 Ω C) 30 Ω D) 3 Ω <div style=padding-top: 35px>
In Figure what value of R will result in a balanced bridge?

A) 60 Ω
B) 300 Ω
C) 30 Ω
D) 3 Ω
سؤال
Solve for I1 and I2 in the following equation: 100I1 + 30I2 = 30
75I1 - 45I2 = 20

A) I1 = 28.9 mA, I2 = 3.7 mA
B) I1 = 0.289 A, I2 = 0.037 A
C) I1 = 0.037 A, I2 = 0.368 A
D) I1 = 0.289 A, I2 = -0.037 A
سؤال
<strong>  Given the circuit in Figure , find the approximate current flow through the 500 Ω resistor.</strong> A) 1.69 mA B) 3.47 mA C) 8.63 mA D) 5.16 mA <div style=padding-top: 35px>
Given the circuit in Figure , find the approximate current flow through the 500 Ω resistor.

A) 1.69 mA
B) 3.47 mA
C) 8.63 mA
D) 5.16 mA
سؤال
<strong>  See Figure 9-4. If nodal analysis were to be used to solve for unknown voltages in this circuit, how many nodes would be needed including the reference node)?</strong> A) 1 B) 2 C) 3 D) 4 <div style=padding-top: 35px>
See Figure 9-4. If nodal analysis were to be used to solve for unknown voltages in this circuit, how many nodes would be needed including the reference node)?

A) 1
B) 2
C) 3
D) 4
سؤال
The node voltage method for the Bridged-T circuit:

A) creates a source node and a reference node.
B) results in two unknowns.
C) results in two equations.
D) all of the above
E) none of the above
سؤال
How many general steps are used in applying the branch current method?

A) 5
B) 4
C) 1
D) 3
سؤال
A branch current is an current through a branch, whereas: loop currents are .

A) actual, circuit dependent
B) assumed, mathematical quantities
C) actual, mathematical
D) both A and B
سؤال
<strong>  Given the circuit in Figure , find the approximate voltage drop across the 68 Ω resistor.</strong> A) 1.36 V B) 14.28 V C) 11.69 V D) 12.92 V <div style=padding-top: 35px>
Given the circuit in Figure , find the approximate voltage drop across the 68 Ω resistor.

A) 1.36 V
B) 14.28 V
C) 11.69 V
D) 12.92 V
سؤال
<strong>  If the branch current method is used, which equation describes loop 1?</strong> A) 0 = -5 V - 3 Ω)I<sub>1</sub> + 7 Ω)I<sub>2</sub> B) 0 = +5 V - 3 Ω)I<sub>1</sub> + 7 Ω)I<sub>2</sub> C) 0 = +5 V + 3 Ω)I<sub>1</sub> - 7 Ω)I<sub>2</sub> D) 0 = -5 V - 3 Ω)I<sub>1</sub> - 7 Ω)I<sub>2</sub> <div style=padding-top: 35px>
If the branch current method is used, which equation describes loop 1?

A) 0 = -5 V - 3 Ω)I1 + 7 Ω)I2
B) 0 = +5 V - 3 Ω)I1 + 7 Ω)I2
C) 0 = +5 V + 3 Ω)I1 - 7 Ω)I2
D) 0 = -5 V - 3 Ω)I1 - 7 Ω)I2
سؤال
<strong>  Which statement is true if the loop current I2 is found to be a negative number?</strong> A) The 10 V battery and 10 Ω resistor should have been converted to a current source. B) The determinant used to compute the current should have been third order, not second order. C) The nodal analysis approach should have been used, not the mesh analysis approach. D) The original direction assumed for I<sub>2</sub> is wrong. <div style=padding-top: 35px>
Which statement is true if the loop current I2 is found to be a negative number?

A) The 10 V battery and 10 Ω resistor should have been converted to a current source.
B) The determinant used to compute the current should have been third order, not second order.
C) The nodal analysis approach should have been used, not the mesh analysis approach.
D) The original direction assumed for I2 is wrong.
سؤال
Simultaneous equations can be solved by which two methods?

A) substitution and loop
B) determinant and mesh
C) substitution and coefficient
D) substitution and determinant
سؤال
<strong>  See Figure 9-5. Which equation describes node X?</strong> A) I3 = I2 + I1 B) I1 + I2 + I3 = 0 C) -I1 - I2 - I3 = 0 D) I3 = I2 - I1 <div style=padding-top: 35px>
See Figure 9-5. Which equation describes node X?

A) I3 = I2 + I1
B) I1 + I2 + I3 = 0
C) -I1 - I2 - I3 = 0
D) I3 = I2 - I1
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Deck 9: Branch, Loop, and Node Analyses
1
The loop current is not necessarily the actual current in a branch.
True
2
A loop is a closed current path in a circuit.
True
3
A node is a junction of two or more current paths.
False
4
What circuit law is used in the mesh current method?

A) Kirchhoff's current law
B) Kirchhoff's voltage law
C) the power law
D) Ohm's law
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5
To convert from a wye to an equivalent delta, superimpose the two and take the sum of the products of the wye, then divide by the opposite wye resistor from the delta resistor you are trying to find.
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6
An advantage of mesh currents over branch currents is:

A) The mesh current method can be applied to circuits with any number of loops.
B) The mesh current method requires fewer equations than the branch method.
C) There are no negative answers for current.
D) There are no advantages.
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7
A node is where the voltage is connected to the circuit.
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8
Mesh currents flow in a counter-clockwise direction through each loop.
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9
The branch method is based on loop currents.
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10
Loop/Mesh analysis uses simultaneous equations to calculate the current through each component.
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11
The branch current method involves using:

A) loops and nodes
B) voltages and nodes
C) junctions and nodes
D) loops and junctions
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12
Which of the following are useful for analyzing circuits with two or more voltage or current sources?

A) mesh current method
B) node-voltage method
C) branch current method
D) all of the above
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13
The rule, when solving for several unknown quantities is:

A) You must have the same number of equations as there are unknown values.
B) You must use substitution.
C) You must use determinants.
D) Use Ohm's law.
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14
In the equation; 5I1 - 8I2 = 10, which is the coefficient for I1?

A) 10
B) -8
C) 5
D) 8
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15
The loop current direction must be drawn:

A) counter-clockwise
B) clockwise
C) It doesn't matter, as long as you are consistent.
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16
Delta to wye configurations are used in bridge circuits.
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17
What is a loop current?

A) Loop currents are assigned currents
B) Loop currents are actual currents.
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18
Simultaneous equations can be solved by substitution or by using determinants.
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19
What is the significance of a negative sign in the answer for current, when solving network problems?

A) It means you must chose the correct direction for the actual, net, current flow.
B) It means that the negative current flows in the opposite direction from the assigned current.
C) It means you must subtract the negative value from the other value.
D) It means there is a negative current flow.
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20
What circuit law is used in the node voltage method?

A) Kirchhoff's current law
B) Kirchhoff's voltage law
C) Ohm's law
D) the power law
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21
Give the two equations, 2I1 = 8 - 5I2 and 0 = 4I2 - 5I1 + 6, in standard form.

A) 2I1 + 3I2 = 6
4I1 - 2I2 = 8
B) 2I1 + 5I2 = 8
5I1 - 4I2 = 6
C) 3I1 + 5I2 = 6
2I1 + 4I2 = 8
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22
<strong>  See Figure 9-3. Using R = 100 Ω, compute the current through the 50 Ω resistor.</strong> A) 2.14 mA B) 21.47 µA C) 21.47 A D) 21.47 mA
See Figure 9-3. Using R = 100 Ω, compute the current through the 50 Ω resistor.

A) 2.14 mA
B) 21.47 µA
C) 21.47 A
D) 21.47 mA
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23
<strong>  See Figure 9-3. If R = 100 Ω, compute the current through the 50 Ω resistor. Use the delta-wye conversion method.</strong> A) 21.5 mA, Left to Right B) 31.8 mA, Right to Left C) 21.5 mA, Right to Left D) 31.8 mA, Left to Right
See Figure 9-3. If R = 100 Ω, compute the current through the 50 Ω resistor. Use the delta-wye conversion method.

A) 21.5 mA, Left to Right
B) 31.8 mA, Right to Left
C) 21.5 mA, Right to Left
D) 31.8 mA, Left to Right
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24
<strong>  See Figure 9-5. The equation obtained from performing loop analysis on loop #1 is:</strong> A) 3I1 + 7I2 - I1) + 5 V = 0 B) 3I2 + 7I2 - I1) - 5 V = 0 C) 3I2 + 7I1 - I2) + 5 V = 0 D) -3I2 + 7I2 - I1) + 5 V = 0
See Figure 9-5. The equation obtained from performing loop analysis on loop #1 is:

A) 3I1 + 7I2 - I1) + 5 V = 0
B) 3I2 + 7I2 - I1) - 5 V = 0
C) 3I2 + 7I1 - I2) + 5 V = 0
D) -3I2 + 7I2 - I1) + 5 V = 0
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25
What is the characteristic determinant from the following equations? 5I1 - 8I2 = 10
L0I1 + 5I2 = 20

A) 10
B) 55
C) 105
D) -90
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26
<strong>  Which of the following terms describes the voltage across the 7 Ω resistor when using mesh analysis?</strong> A) 7 Ω) I<sub>2</sub> B) 7 Ω) I<sub>1</sub> + I<sub>2</sub> C) 7 Ω) I<sub>1</sub> D) 7 Ω) I<sub>1</sub> - I<sub>2</sub>
Which of the following terms describes the voltage across the 7 Ω resistor when using mesh analysis?

A) 7 Ω) I2
B) 7 Ω) I1 + I2
C) 7 Ω) I1
D) 7 Ω) I1 - I2
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27
A branch is a path that connects:

A) two components
B) two multiple loop circuits
C) two loops
D) two nodes
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28
<strong>  In Figure  what value of R will result in a balanced bridge?</strong> A) 60 Ω B) 300 Ω C) 30 Ω D) 3 Ω
In Figure what value of R will result in a balanced bridge?

A) 60 Ω
B) 300 Ω
C) 30 Ω
D) 3 Ω
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29
Solve for I1 and I2 in the following equation: 100I1 + 30I2 = 30
75I1 - 45I2 = 20

A) I1 = 28.9 mA, I2 = 3.7 mA
B) I1 = 0.289 A, I2 = 0.037 A
C) I1 = 0.037 A, I2 = 0.368 A
D) I1 = 0.289 A, I2 = -0.037 A
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30
<strong>  Given the circuit in Figure , find the approximate current flow through the 500 Ω resistor.</strong> A) 1.69 mA B) 3.47 mA C) 8.63 mA D) 5.16 mA
Given the circuit in Figure , find the approximate current flow through the 500 Ω resistor.

A) 1.69 mA
B) 3.47 mA
C) 8.63 mA
D) 5.16 mA
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31
<strong>  See Figure 9-4. If nodal analysis were to be used to solve for unknown voltages in this circuit, how many nodes would be needed including the reference node)?</strong> A) 1 B) 2 C) 3 D) 4
See Figure 9-4. If nodal analysis were to be used to solve for unknown voltages in this circuit, how many nodes would be needed including the reference node)?

A) 1
B) 2
C) 3
D) 4
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32
The node voltage method for the Bridged-T circuit:

A) creates a source node and a reference node.
B) results in two unknowns.
C) results in two equations.
D) all of the above
E) none of the above
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33
How many general steps are used in applying the branch current method?

A) 5
B) 4
C) 1
D) 3
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34
A branch current is an current through a branch, whereas: loop currents are .

A) actual, circuit dependent
B) assumed, mathematical quantities
C) actual, mathematical
D) both A and B
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35
<strong>  Given the circuit in Figure , find the approximate voltage drop across the 68 Ω resistor.</strong> A) 1.36 V B) 14.28 V C) 11.69 V D) 12.92 V
Given the circuit in Figure , find the approximate voltage drop across the 68 Ω resistor.

A) 1.36 V
B) 14.28 V
C) 11.69 V
D) 12.92 V
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36
<strong>  If the branch current method is used, which equation describes loop 1?</strong> A) 0 = -5 V - 3 Ω)I<sub>1</sub> + 7 Ω)I<sub>2</sub> B) 0 = +5 V - 3 Ω)I<sub>1</sub> + 7 Ω)I<sub>2</sub> C) 0 = +5 V + 3 Ω)I<sub>1</sub> - 7 Ω)I<sub>2</sub> D) 0 = -5 V - 3 Ω)I<sub>1</sub> - 7 Ω)I<sub>2</sub>
If the branch current method is used, which equation describes loop 1?

A) 0 = -5 V - 3 Ω)I1 + 7 Ω)I2
B) 0 = +5 V - 3 Ω)I1 + 7 Ω)I2
C) 0 = +5 V + 3 Ω)I1 - 7 Ω)I2
D) 0 = -5 V - 3 Ω)I1 - 7 Ω)I2
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37
<strong>  Which statement is true if the loop current I2 is found to be a negative number?</strong> A) The 10 V battery and 10 Ω resistor should have been converted to a current source. B) The determinant used to compute the current should have been third order, not second order. C) The nodal analysis approach should have been used, not the mesh analysis approach. D) The original direction assumed for I<sub>2</sub> is wrong.
Which statement is true if the loop current I2 is found to be a negative number?

A) The 10 V battery and 10 Ω resistor should have been converted to a current source.
B) The determinant used to compute the current should have been third order, not second order.
C) The nodal analysis approach should have been used, not the mesh analysis approach.
D) The original direction assumed for I2 is wrong.
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38
Simultaneous equations can be solved by which two methods?

A) substitution and loop
B) determinant and mesh
C) substitution and coefficient
D) substitution and determinant
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39
<strong>  See Figure 9-5. Which equation describes node X?</strong> A) I3 = I2 + I1 B) I1 + I2 + I3 = 0 C) -I1 - I2 - I3 = 0 D) I3 = I2 - I1
See Figure 9-5. Which equation describes node X?

A) I3 = I2 + I1
B) I1 + I2 + I3 = 0
C) -I1 - I2 - I3 = 0
D) I3 = I2 - I1
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افتح القفل للوصول البطاقات البالغ عددها 39 في هذه المجموعة.