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BCT123
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Questions in this quiz (55)
1 For the given the circuit, find equivalent resistance across terminals a and b:

- A• 64 ohm
- Bo 72 ohm
- Co 47 ohm
- Do 50 ohm
- Eo 100 ohm
22. For the given the circuit, find equivalent resistance across terminals a and b:

- A• 30 ohm
- B• 20 ohm
- C• 40 ohm
- D• 50 ohm
- E• 80 ohm
33. For the given the circuit, find equivalent resistance across terminals a and b:

- Ao 30 ohm
- Bo 15 ohm
- Co 20 ohm
- Do 25 ohm
- Eo 10 ohm
44. For the given the circuit, find equivalent resistance across terminals a and b:

- Ao 99 ohm
- Bo 75 ohm
- Co 115 ohm
- Do 150 ohm
- Eo 120 ohm
55. For the given the circuit, find RAB across terminals a and b:

- Ao 2 kOhm
- Bo 8 kOhm
- Co 16 kOhm
- Do 4 kOhm
- Eo 10 kOhm
66. For the given the circuit, find Rab across terminals a and b:

- Ao 6.25 kOhm
- Bo 1.25 kOhm
- Co 1.5 kOhm
- Do 2.5 kOhm
- Eo 7.5 kOhm
77. For the given the circuit, find Rab across terminals a and b:

- Ao 9 kOhm
- Bo 6 kOhm
- Co 1.5 kOhm
- Do 3 kOhm
- Eo 12 kOhm
88. For the given the circuit, find RAB across terminals a and b:

- Ao 12 kOhm
- Bo 18 kOhm
- Co 15 kOhm
- Do 6 kOhm
- Eo 10 kOhm
99. For the given the circuit, find RAB across terminals a and b:

- Ao 12 kOhm
- Bo 8 kOhm
- Co 4 kOhm
- Do 10 kOhm
- Eo 2 kOhm
1010. For the given the circuit, find RAB across terminals a and b:

- Ao 3 kOhm
- Bo 6 kOhm
- Co 2 kOhm
- Do 9 kOhm
- Eo 12 kOhm
1111. For the given the circuit, find RAB across terminals a and b:

- Ao 3 kOhm
- Bo 6 kOhm
- Co 5 kOhm
- Do 9 kOhm
- Eo 12 kOhm
1212. For the given the circuit, find equivalent resistance across terminals a and b:

- Ao 20 Ohm
- Bo 60 Ohm
- Co 50 Ohm
- Do 30 Ohm
- Eo 40 Ohm
1313. For the given the circuit, find equivalent resistance (with respect to voltage source):

- Ao 2 kOhm
- Bo 4 kOhm
- Co 3 kOhm
- Do 8 kOhm
- Eo 6 kOhm
1414. For the given the circuit, find equivalent resistance (with respect to current source):

- Ao 3 kOhm
- Bo 6 kOhm
- Co 4 kOhm
- Do 2 kOhm
- Eo 12 kOhm
1515. For the given the circuit, find equivalent resistance (with respect to voltage source):

- Ao 4 kOhm
- Bo 3 kOhm
- Co 1 kOhm
- Do 2 kOhmo
- Eo 6 kOhm
1616. For the given circuit, , find equivalent resistance:

- Ao 4 kOhm
- Bo 5 kOhm
- Co 8 kOhm
- Do 10 kOhm
- Eo 14 kOhm
1717. For the given circuit, , find equivalent resistance:

- Ao 4 Ohm
- Bo 5 Ohm
- Co 8 Ohm
- Do 10 Ohm
- Eo 6 Ohm
1818. For the given circuit, , find equivalent resistance:

- Ao 4 Ohm
- Bo 25 Ohm
- Co 18 Ohm
- Do 14.4 Ohm
- Eo 16 Ohm
1919. For the given circuit, , find equivalent resistance:

- Ao 4 Ohm
- Bo 25 Ohm
- Co 18 Ohm
- Do 11 Ohm
- Eo 16 Ohm
2020. For the given circuit, , find equivalent resistance:

- Ao 10 Ohm
- Bo 25 Ohm
- Co 18 Ohm
- Do 40 Ohm
- Eo 16 Ohm
2120. For the given circuit, , find equivalent inductance:

- Ao 6 H
- Bo 18 H
- Co 10 H
- Do 20 H
- Eo 42 H
2222. For the given circuit, find the equivalent inductance:

- Ao 100 mH
- Bo 25 mH
- Co 50 mH
- Do 75 mH
- Eo 125 mH
2323. For the given circuit, select the value of L to produce the equivalent inductance LT=10mH:

- Ao 10 mH
- Bo 20 mH
- Co 50 mH
- Do 7.5 mH
- Eo 12.5 mH
2424. For the given circuit, select the value of L to produce the equivalent inductance LT=2mH:

- A1 mH
- B3 mH
- C5 mH
- D2.5 mH
- E6 mH
2525. For the given circuit, find the total inductance Leq if all inductors are 5 mH:

- A1.6 mH
- B3.1 mH
- C5.6 mH
- D2.5 mH
- E6.3 mH
2626. For the given circuit, find the equivalent inductance across terminals A and B:

- A10 mH
- B6 mH
- C5 mH
- D7.5 mH
- E12.5 mH
2727. For the given circuit, , select the value of C to produce the equivalent capacitance CT=1uF:

- Ao 1 uF
- Bo 0.47 uF
- Co 1.56 uF
- Do 1.23 uF
- Eo 0.1 uF
2828. For the given circuit, find the equivalent capacitance:

- A30
- B20
- C40
- D60
- E100
2929. For the given circuit, find the total capacitance:

- A3
- B2
- C4
- D6
- E10
3030. For the given circuit, find the total capacitance:

- A4
- B9
- C12
- D6
- E10
3130. For the given circuit, find the total capacitance:

- A• 40/3 uF
- B• 32/3 uF
- C• 52/7 uF
- D• 26/3 uF
- E• 37/9 uF
3232. For the given circuit, find the equivalent inductance LT:

- A18
- B3
- C5
- D7.5
- E1
3333. For the given circuit, find the equivalent inductance across terminals a and b:

- A10.32 H
- B8.64 H
- C5.76 H
- D7.59
- E33.54
3434. For the given circuit, find the equivalent inductance across terminals a and b:

- A10
- B20
- C30
- D40
- E50
3535. For the given circuit, , find the current I:

- A-0.8 A
- B-0.2 A
- C-0.5 A
- D-1.8 A
- E- 1 A
3636. For the given circuit, , find the voltage V:

- A30
- B14
- C5
- D10
- E6
3737. For the given circuit, , find the voltage V1:

- A3
- B4
- C5
- D10
- E8
3838. For the given circuit, , find the voltage V2:

- A3
- B-4
- C-5
- D10
- E-12
3939. For the given circuit, , find the voltage V1:

- A3
- B4
- C5
- D10
- E12
4040. For the given circuit, , find the voltage V2:

- A-8
- B4
- C5
- D-10
- E-6
4141. For the given circuit, , find the voltage V0:

- A28
- B54
- C25
- D10
- E48
4242. For the given circuit, , find the voltage Vx:

- A8
- B14
- C25
- D12
- E10
4343. For the given circuit, , find the current io:

- A3
- B4
- C5
- D8
- E6
4444. For the given circuit, , find the current i1:

- A1
- B2
- C4
- D5
- E3
4545. For the given circuit, , find the current i2:

- A1
- B2
- C4
- D5
- E3
4646. For the given circuit, , find the current i3:

- A1
- B2
- C4
- D5
- E3
4747. For the given circuit, , find the voltage V1:

- A8
- B14
- C20
- D12
- E24
4848. For the given circuit, , find the voltage V2:

- A8
- B4
- C2
- D12
- E6
4949. For the given circuit, , find the voltage V3:

- A8
- B4
- C2
- D12
- E6
5050. For the given circuit, , find the voltage VO:

- A8
- B4
- C12
- D2
- E6
5151. For the given circuit, , find the current i:

- A1
- B2
- C4
- D5
- E3
5252. For the given circuit, , find the current io

- A• 1.33 A
- B• 2.33 A
- C• 4.33 A
- D• 5.33 A
- E• 3.33 A
5353. For the given circuit, , find the current I and power supplied by the source.

- Ao 0.8 mA, 3.6 mW
- Bo 0.3 mA, 1,8 mW
- Co 0.3 mA, 3.6 mW
- Do 0.6 mA, 1,8 mW
- Eo 0.5 mA, 1,8 mW
5454. For the given circuit, , find the voltage at the current source and power supplied by the source.

- Ao 6 V, 36 mW
- Bo 9 V, 27 mW
- Co 3 V, 18 mW
- Do 1 V, 27 mW
- Eo 9 V, 36 mW
5555. For the given circuit, , if the power absorbed by resistor RX is 5 mW, find Rx:
1/2mA- A25 kOhm
- B20 kOhm
- C10 kOhm
- D15 kOhm
- E2.5 kOhm
Information
- Description
- Quiz on BCT123, created by Ayala Karimkhanova on 13/05/2018.
- Author
- Ayala Karimkhanova
- Language
- English
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