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Worksheets

SELF ASSESSMENT (T2)

Total questions: 12

Worksheet time: 20mins

Name
Class
Date
1.

Choose the correct combination terms and statement (condition) for the following voltage phasor diagram?

a)

Pre-dominantly capacitive circuit (XL < XC)

b)

Pre-dominantly inductive circuit (XL > XC)

c)

Series Resonance circuit (XL = XC)

d)

Parallel Resonance Circuit (XL = XC)

2.

Choose the correct combination terms and statement (condition) for the following voltage phasor diagram?

a)

Pre-dominantly capacitive circuit (XL < XC)

b)

Pre-dominantly inductive circuit (XL > XC)

c)

Series Resonance circuit (XL = XC)

d)

Parallel Resonance Circuit (XL = XC)

3.

Choose the correct combination terms and statement (condition) for the following voltage phasor diagram?

a)

Pre-dominantly capacitive circuit (XL < XC)

b)

Pre-dominantly inductive circuit (XL > XC)

c)

Series Resonance circuit (XL = XC)

d)

Parallel Resonance Circuit (XL = XC)

4.

Refer to parallel RL circuit, find resistor current, IR flow through the circuit:
(Please remember the answer to be used in the next question)

a)

89.3 0° mA89.3\angle\ 0\degree\ mA

b)

159.2  0° mA159.2\ \angle\ 0\degree\ mA

c)

15.92  0° mA15.92\ \angle\ 0\degree\ mA

d)

0.9  0° mA0.9\ \angle\ 0\degree\ mA

5.

Refer to parallel RL circuit, find inductor current, IL flow through the circuit:
(Please remember the answer to be used in the next question)

a)

89.3 90° mA89.3\angle\ 90\degree\ mA

b)

159.2  90° mA159.2\ \angle\ -90\degree\ mA

c)

15.92  90° mA15.92\ \angle\ 90\degree\ mA

d)

0.9  0° mA0.9\ \angle\ 0\degree\ mA

6.

Refer to parallel RL circuit, find total current, IT flow through the circuit:

a)

89.3 60.7° mA89.3\angle\ 60.7\degree\ mA

b)

159.2  60° mA159.2\ \angle\ 60\degree\ mA

c)

183  60.7° mA183\ \angle\ -60.7\degree\ mA

d)

0.089  60° mA0.089\ \angle\ 60\degree\ mA

7.

A coil having a resistance of 10Ω and an inductance of 0.2H is connected to a 100 V, 50Hz supply is connected in series.
(Please remember the answer to be used in the next question)

a) Find the total impedance of the coil

a)

10  1.15° Ω10\ \angle\ 1.15\degree\ \Omega

b)

63.62  8.93° Ω63.62\ \angle\ 8.93\degree\ \Omega

c)

10  0° Ω10\ \angle\ 0\degree\ \Omega

d)

63.62  80.93° Ω63.62\ \angle\ 80.93\degree\ \Omega

8.

A coil having a resistance of 10Ω and an inductance of 0.2H is connected to a 100 V, 50Hz supply is connected in series.
(Please remember the answer to be used in the next question)

a) Find the total impedance of the coil
b) Find the total current for the coil

a)

1.57  80.9° A1.57\ \angle\ 80.9\degree\ A

b)

1.57  80.9° mA1.57\ \angle\ 80.9\degree\ mA

c)

1.57  80.9° A1.57\ \angle\ -80.9\degree\ A

d)

1.57  80.9° mA1.57\ \angle\ -80.9\degree\ mA

9.

A coil having a resistance of 10Ω and an inductance of 0.2H is connected to a 100 V, 50Hz supply is connected in series.


a) Find the total impedance of the coil
b) Find the total current for the coil
c) Find the Active Power, Reactive Power & Apparent Power

a)

P = 24.7 mW
Q = 155.26 mVAR
S = 157.2 mVA

b)

P = 24.7 W
Q = 155.26 VAR
S = 157.2 VA

c)

P = 24.7 W
Q = 155.26 VAR
S = 179.96 VA

d)

P = 24.7 mW
Q = 155.26 mVAR
S = 179.96 mVA

10.

Determine the current total, IT of the series RLC circuit above:
(Please remember the answer to be used in the next question)

a)

61.5  43.7° A61.5\ \angle\ -43.7\degree\ A

b)

615  43.7° μA615\ \angle\ -43.7\degree\ \mu A

c)

61.5  43.7° mA61.5\ \angle\ -43.7\degree\ mA

d)

0.615  43.7° A0.615\ \angle\ -43.7\degree\ A

11.

Determine the voltage across each element of the series RLC circuit above:
(Please remember the answer to be used in the next question)

a)

Vr = 2.89  43.7° VVr\ =\ 2.89\ \angle\ -43.7\degree\ V
VL =4.92  46.3° VVL\ =4.92\ \angle\ 46.3\degree\ V
VC= 2.15  133.7° VVC=\ 2.15\ \angle\ -133.7\degree\ V

b)

Vr = 2.89  43.7° VVr\ =\ 2.89\ \angle\ 43.7\degree\ V
VL = 4.9  46.3° VVL\ =\ 4.9\ \angle\ -46.3\degree\ V VC = 2.15  133.7° VVC\ =\ 2.15\ \angle\ -133.7\degree\ V

c)

VR = 4.92  46.3° VVR\ =\ 4.92\ \angle\ 46.3\degree\ V
VL= 2.89  43.7° VVL=\ 2.89\ \angle\ -43.7\degree\ V
VC = 2.19  133.7° VVC\ =\ 2.19\ \angle\ 133.7\degree\ V

d)

VR = 2.19  133.7° VVR\ =\ 2.19\ \angle\ 133.7\degree\ V VL = 4.92  46.3° VVL\ =\ 4.92\ \angle\ 46.3\degree\ V
VC = 2.15  43.7° VVC\ =\ 2.15\ \angle\ 43.7\degree\ V

12.

From your previous answers, in your opinion, is this circuit predominantly inductive or capacitive?

a)


Pre-dominantly Capacitive circuit

b)

Pre-dominantly Inductive circuit