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WorksheetsFundamentals of Electrical Circuits
Total questions: 70
Worksheet time: 1hrs 5mins
The energy per unit charge is
Voltage
Power
Current
Work
‘Positive Power’ meaning
Power is being delivered to circuit
Power is being extracted from circuit
No power supply
Input and output powers are equal
The opposing capacity of materials against the current flow is
Conductance
Inductance
Susceptance
Resistance
The current passing through a circuit is 7.2A and the power at the terminals is 27 watts.Existence is ___________ ohms.
0.5402
0.5208
0.5972
0.5792
_____________ are the basic laws for analyzing a circuit.
Newton's Law
Einstein Theory
Kirchhoff's Law
Faradays Law
Which of the following component is used to make and break a circuit?
wire
switch
bulb
All of the above
A component which provides resistance is called
circuit
resistor
cell
fuse
Which of the following is used to control electric current?
insulator
resistor
conductor
None of the above
_______ used to measure electric current?
cell
battery
ammeter
galvanometer
Which of the following refers to a parallel circuit?
The current through each element are the same
The voltage across each element is in proportion to it's resistance value
The equivalent resistance is greater than any one of the resistor
The current through any one element is less than the source current
The SI unit of electric charge
Coulomb (C)
Joule (J)
Ampere (A)
Volt (V)
The SI unit of Electric Potential
Magnetomotive Force
Ampere-Turns
Joule
Volt (V)
One watt is equal to
Joule/secod
Newton -meter
Newton/Coulomb
Volt/meter
The SI unit of electric current
Coulomb (C)
Ampere (A)
Joule (J)
Volt (V)
The total current entering the closed surface is ... to the total current leaving the surface
Equal
Alike
Greater
Suited
Kirchhoff's Voltage Law (KVL) states that...
the algebraic sum of the potential differences in any loop must be equal to zero
In a closed circuit, the amount of algebraic electromotive force (є) with a voltage drop (I.R) is zero.
the algebraic sum of the potential differences in any loop must be equal to 1
Supernode requires the application of KVL
"The algebraic sum of all the voltages around any closed loop in a circuit is equal to zero" this can be mathematically written with...
ΣV = 0
ΣI = 0
ΣI+ΣR = 0
ΣR = 0
This is the symbol for a _____?
switch
battery
light
wires
This is the symbol for a _____?
an AC current source
an ammeter
a DC current source
a voltmeter
This is the symbol for a _____?
an AC current source
an ammeter
a DC current source
a voltmeter
This is the symbol for a _____?
an AC current source
a battery
a DC current source
a single cell
An electric circuit operates in ___ type of connectivity configuration?
Open
Short
Disconnected
All the above
Which of the following are the standard components of an electric circuit?
Voltage and current source
Passive components
Connecting wires
All the above
A resistor has minimum of __ number of terminals?
2
3
4
5
Circuit analysis in an electrical circuit can be performed using ___?
Linear
Non linear
Both a and b
None of the above
In circuit the formula for Rx is defined mathematically:
Rx = R1/(R1 + R2 + R3)
Rx = R2.R3/(R1)
Rx = R2.R3/(R1 + R2 + R3)
Rx = R2.R3/(R2 + R3)
Connection three phase wires A,B and C in which there is no neutral point is called
Wye Connection
Delta Connection
Lambda Connection
Z Connection
Find the equivalent delta circuit.
9.69 ohm, 35.71 ohm, 6.59 ohm
10.69 ohm, 35.71 ohm, 6.59 ohm
9.69 ohm, 34.71 ohm, 6.59 ohm
10.69 ohm, 35.71 ohm, 7.59 ohm
Which, among the following is the correct expression for star-delta conversion?
R1=Ra*Rb/(Ra+Rb+Rc), R2=Rb*Rc/(Ra+Rb+Rc), R3=Rc*Ra/(Ra+Rb+Rc)b)
R1=Ra/(Ra+Rb+Rc), R2=Rb/(Ra+Rb+Rc), Rc=/(Ra+Rb+Rc)
R1=Ra+Rb+Ra*Rb/Rc, R2=Rc+Rb+Rc*Rb/Ra, R3=Ra+Rc+Ra*Rc/Rb
R1=Ra*Rb/Rc, R2=Rc*Rb/Ra, R3=Ra*Rc/Rb
Find the equivalent resistance between X and Y.
3.33 ohm
4.34 ohm
5.65 ohm
2.38 ohm
Delta connection is also known as____________
Y-connection
Mesh connection
Either Y-connection or mesh connection
Neither Y-connection nor mesh connection
Ra is resistance at A, Rb is resistance at B, Rc is resistance at C in star connection. After transforming to delta, what is resistance between B and C?
Rc+Rb+Rc*Rb/Ra
Rc+Rb+Ra*Rb/Rc
Ra+Rb+Ra*Rc/Rb
Rc+Rb+Rc*Ra/Rb
Ra is resistance at A, Rb is resistance at B, Rc is resistance at C in star connection. After transforming to delta, what is resistance between A and C?
Ra+Rb+Ra*Rb/Rc
Ra+Rc+Ra*Rc/Rb
Ra+Rb+Ra*Rc/Ra
Ra+Rc+Ra*Rb/Rc
Ra is resistance at A, Rb is resistance at B, Rc is resistance at C in star connection. After transforming to delta, what is resistance between A and B?
Rc+Rb+Ra*Rb/Rc
Ra+Rb+Ra*Rc/Rb
Ra+Rb+Ra*Rb/Rc
Ra+Rc+Ra*Rc/Rb
If a 1ohm 2ohm and 32/3ohm resistor is connected in star, find the equivalent delta connection.
34 ohm, 18.67 ohm, 3.19 ohm
33 ohm, 18.67 ohm, 3.19 ohm
33 ohm, 19.67 ohm, 3.19 ohm
34 ohm, 19.67 ohm, 3.19 ohm
If an 8/9ohm, 4/3ohm and 2/3ohm resistor is connected in star, find its delta equivalent.
4ohm, 3ohm, 2ohm
1ohm, 3ohm, 2ohm
4ohm, 1ohm, 2ohm
4ohm, 3ohm, 1ohm
Find the equivalent resistance between A and B.
32ohm
31ohm
30ohm
29ohm
The most commonly used connections for power systems as a step-up and step-down transformers are
Star-delta, star-star
Delta-star, star-delta
Star-star, delta-delta
Star-delta, delta-star
Find the equivalent resistance at node A in the delta connected circuit shown in the figure below.
1
2
3
4
Find the equivalent resistance between node 1 and node 2 in the star connected circuit shown below.
2
29
30
31
Which of the following is a Kirchhoff’s first law?
KCL
KVL
Current Law
Both A and C
Which of the following is Kirchhoff’s second law?
KCL
KVL
Current Law
Both A and C
Which of the following Kirchhoff’s law defines addition of multiple voltages in a loop is 0?
KCL
KVL
Voltage Law
Both B and C
Which of the following Kirchhoff’s law defines incoming and outgoing sum of currents towards node are equal?
KCL
KVL
Voltage Law
Both B and C
Which of the formula defines KCL where i1, i2 are incoming currents and i3,i4 are outgoing currents from a node in a circuit?
i1+i2=i3+i4
i1+i3=i2+i4
i1-i2=i3-i4
i4-i1=i2+i3
Which of the following electric parameters do Kirchhoff law calculate?
Voltage
Resistance
Current
Both A and C
Which of the following law calculates resistance of electric circuit?
Ohms law
KCL
KVL
Both B and C
A circuit is a ____ loop?
Short circuited
Closed
Opened
Both A and B
Which of the following term in DC circuit theory connects elements?
Path
Node
Branch
Loop
Which of the following term in DC circuit theory connects number of electrical elements?
Path
Node
Branch
Loop
Which of the following term in DC circuit theory connects between nodes?
Path
Mesh
Branch
Loop
Which of the following term in DC circuit theory is a closed type path?
Path
Mesh
Branch
Loop
Which of the following term in DC circuit theory does not have closed type path?
Path
Mesh
Branch
Loop
Which of the following is the application of Kirchhoff’s law?
Determine current in circuit
Determine potential drop
Determine current direction
All the above
Which of the following law is used for analyzing a circuit?
Ohms law
Faradays law
Newtons law
Kirchhoff’s law
The value of current in a parallel configured circuit is _______?
High
Low
Zero
Infinity
Which of the following satisfies KCL?
Zero charge accumulation at node
Possibility of charge accumulation at node
A node may store energy
None of the above
KVL principle converts ___ parameter?
Energy
Mass
Charge
Momentum
KVL is performed using___?
Nodal analysis
Mesh analysis
Both a and b
Voltage analysis
Which of the following are the disadvantages experienced by Kirchhoff’s law?
Incorrect high frequency value of AC is obtained
Neglects other components electric field
Ignores current flow through capacitors
All the above
Mesh analysis employs the method of ___________
KVL
KCL
Both KVL and KCL
Neither KVL and KCL
Mesh analysis is generally used to determine _________
Voltage
Current
Resistance
Power
Mesh analysis can be used for __________
Planar circuits
Non-planar circuits
Both planar and non-planar circuits
Neither planar nor non-planar circuits
Nodal analysis is generally used to determine_______
Voltage
Current
Resistance
Power
If there are 10 nodes in a circuit, how many equations do we get?
10
9
8
7
Nodal analysis can be applied for________
Planar networks
Non-planar networks
Both planar and non-planar networks
Neither planar nor non-planar networks
How many nodes are taken as reference nodes in a nodal analysis?
1
2
3
4
If there are N nodes in a circuit, then the number of nodal equations that can be formed are?
N+1
N
N-1
N-2
If there are M branch currents, then we can write ___________ number of independent equations.
M-2
M-1
M
M+1
If there are M meshes, B branches and N nodes including reference node, the number of mesh currents is given as M=?
B + (N+1)
B + (N-1)
B-(N+1)
B-(N-1)
