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WorksheetsChapter 16: Capacitor
Total questions: 55
Worksheet time: 2hrs 50mins
When 3 capacitors are arranged in series , the equivalent capacitance C is
Ceq = C1 + C2 + C3
1/Ceq = 1/C1 + 1/C2 + 1/C3
Ceq = QV1 + QV2 + QV3
Ceq = CR1 + CR2 + CR3
When 3 capacitors are arranged in parallel , the equivalent capacitance is
Ceq = C1 + C2 + C3
Ceq = 1/C1 + 1/C2 + 1/C3
C = QV1 + QV2 + QV3
1/Ceq = 1/C1 + 1/C2 + 1/C3
During charging a capacitor through a resistor
the current in the circuit increases linearly with time
the current in the circuit decreases linearly with time
the current in the circuit increases exponentially with time
the current in the circuit decreases exponentially with time
During discharging a capacitor through a resistor
the current in the circuit increases linearly with time
the current in the circuit decreases linearly with time
the current in the circuit increases exponentially with time
the current in the circuit decreases exponentially with time
Which is the Q vs t graph for the charging process of a capacitor?
a
b
neither
both
Capacitor stores _______________
Charge
Voltage
Energy
Money.. Lots of money
Charge is measured in_________
Coulombs
Farads
Hz
Volts
Capacitance is measured in___________
Coulombs
Farads
Hz
Volts
In RC circuit, and when charging the capacitor, the time constant (τ) is the time needed for the charge of the capacitor to reach ----------- of its maximum charge.
50%
63%
86%
37%
In the RC discharging circuit, time constant (τ) is the time taken by the charge of the capacitor to reach ---------------- of the initial charge.
63%
37%
50%
67%
Which graph best represents the current versus time in the circuit?
A
B
C
D
E
If capacitors are connected in parallel, then potential difference across each capacitor is
same
zero
different
infinite
What is the value of capacitance of a capacitor which has a voltage of 4V and has 16C of charge?
2F
4F
6F
8F
The capacitance of 1 μF equals
10 -12 F
10-8 F
10-6 F
10-4 F
When capacitors is arrange in series (3 capacitors), the equivalent capacitance C is
C = C1 + C2 + C3
1/C = 1/C1 + 1/C2 + 1/C3
C = QV1 + QV2 + QV3
C = CR1 + CR2 + CR3
The figure represents:
Capacitor
Diode
Inductor
Resistor
When capacitors in parallel (3 capacitors), the equivalent capacitance is
C = C1 + C2 + C3
C = 1/C1 + 1/C2 + 1/C3
C = QV1 + QV2 + QV3
C = QV1 + QV2 + QV3
A capacitor consists of
Two insulators separated by a conductor
Two conductors separated by an insulator
Two insulators only
Two conductors only
The capacitance C is charged through a resistor R. The time constant of the charging circuit is given by
C/R
1/RC
RC
R/C
What is the value of capacitance of a capacitor which has a voltage of 4V and has 16C of charge?
2F
4F
6F
8F
Capacitors charge and discharge in __________ manner.
Linear
Constant
Square
Exponential
Which of the following depends on charging and discharging rate of a capacitor?
Time constant
Current
Power
Voltage
When will be capacitors fully charged
When voltage is zero
When the supply voltage is equal to the capacitor voltage
When voltage is infinity
When capacitor voltage is equal to half the supply voltage
Which of the following graphs best shows the potential difference across a capacitor discharging through a resistor?
A
B
C
D
Which of the following graphs best shows the potential difference across a capacitor charging through a resistor?
A
B
C
D
Which of the following is symbol of capacitor ?
εr ,ε, ε0 are related to each other according to the following equation:
εr = ε / ε0
εr = ε0 / ε
εr = ε × ε0
ε0 = εr / ε
As you charge up a capacitor, what happens to the current through it
Increases
Decreases
Stays the same
Fluctuates
What happens to the charge in a capacitor during the discharging process?
Increases over time
Decreases over time
Remains the same
I dont know
The energy stored in the capacitor can be find by using this equation EXCEPT
21CQ2
21CV2
21RC2
τ=RC
resistance constant
capacitance constant
circuit constant
time constant
Time to charge a capacitor to 63%, or discharge to 37%
τ
2τ
3τ
4τ
5τ
Equation to calculate the charge in a discharging capacitor
Q=Q0e−RCt
V=V0e−RCt
Q=Q0(1−e−RCt)
V=V0(1−e−RCt)
Equation to calculate the voltage across a charging capacitor
Q=Q0e−RCt
V=V0e−RCt
Q=Q0(1−e−RCt)
V=V0(1−e−RCt)
Area = energy
Area = capacitance
Area = resistance
Gradient = current
Which are correct? (can be more than 1)
W=21QV
W=21⋅CQ2
W=21⋅QV2
W=21CV2
Discharging capacitor (can be more than 1)
Charging capacitor (can be more than 1)
How is the capacitance of a parallel-plate capacitor affected by the distance between the plates ?
C is directly proportional to the area A of each plate
C is inversely proportional to the distance d between the plates
C is partially proportional to the area A of each plate
C is not affected by the area A of each plate
How is the capacitance of a parallel-plate capacitor affected by the area of each plate?
C is directly proportional to the area A of each plate
C is inversely proportional to the area A of each plate
C is partially proportional to the area A of each plate
C is fully proportional to the area A of each plate
How is the capacitance of a parallel-plate capacitor affected by the potential difference across the capacitor ?
C depend on the potential difference across the capacitor
C does not depend on the potential difference across the capacitor
C partially depend on the potential difference across the capacitor
C sometime depend on the potential difference across the capacitor
How is the capacitance (C) of a parallel-plate capacitor affected by the charge on the plates ?
C depend on the charge on the plates
C is vanished when there are plates
C does not depend on the charge on the plates
C is accumulated on one side only
εA/d
ε0d/A
εoA/d
Two parallel-plate capacitor are identical in every respect except that one has twice the plate area of the other. If the smaller capacitor as capacitance C, the larger one has capacitance
C/2
C
2C
4C
A parallel -plate capacitor has a capacitance of C. If the area of the plates is doubled and the distance between the plates is halved, what is the new capacitance?
C/4
C/2
2C
4C
Which one of the following statement will necessarily increase the capacitance of a capacitor?
Decreasing the charge on the plates
Increasing the charge on the plate
Placing dielectric between the plates
Increasing the potential difference between the plates
What is the capacitance of a parallel plate capacitor if the separation between the plate increased three times greater than the original separation
Decrease 1/3 of the original
Increase 3 times of the original
Increase nine times the original
Decrease 1/9 of the original
Charge Q on a capacitor varies with voltage V . The area of triangle OAB represents
Capacitance
Capacitive reactance
Magnetic field between the plates
Energy stored in the capacitor
