Electronics Worksheet: Parallel Circuits
Remember (A path for each): Each bulb has its own path: removing one leaves the others glowing. Each bulb gets the full battery voltage. Total current = add the current of each path (n identical bulbs → n × one bulb’s current).
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- 1.💡 Why is house wiring done in parallel? (a) to save copper only (b) to make bulbs dim (c) so all go off together (d) each gets full voltage
- 2.💡 5 identical bulbs are joined in parallel across a 12 V battery (ideal wires). How many volts does each bulb get? =
- 3.💡 A battery lights 3 identical bulbs joined in parallel. One more identical bulb is added in parallel. How do the bulbs glow now? (a) brighter (b) dimmer (c) the same
- 4.Which of these is true of a series circuit? (a) own switch for each bulb (b) one out, the rest glow (c) a single current path (d) each gets the full volts
- 5.Which of these is true of a parallel circuit? (a) a break stops every bulb (b) a single current path (c) each gets the full volts (d) one bulb out, all go out
- 6.Which of these is true of a parallel circuit? (a) a single current path (b) a break stops every bulb (c) one bulb out, all go out (d) one out, the rest glow
- 7.True or false: “many paths for current” is true of a series circuit. (a) False (b) True
- 8.Which of these is true of a series circuit? (a) one out, the rest glow (b) a break stops every bulb (c) own switch for each bulb (d) used in house wiring
- 9.Which of these is true of a series circuit? (a) each gets the full volts (b) own switch for each bulb (c) one out, the rest glow (d) bulbs share the voltage
- 10.💡 4 identical bulbs are joined in parallel (each on its own side-by-side path) with a battery and a closed switch on the main wire. Bulb 4 is taken out of its holder. How many bulbs glow?
- 11.💡 6 identical bulbs are in parallel and each one takes 0.25 A. What total current (in amperes) comes from the battery? =
- 12.Which of these is true of a parallel circuit? (a) a break stops every bulb (b) many paths for current (c) bulbs share the voltage (d) one bulb out, all go out
- 13.💡 In a parallel circuit, one bulb breaks. What happens to the others? (a) they all go out (b) they keep glowing (c) they explode (d) they get dimmer
- 14.Which of these is true of a parallel circuit? (a) used in house wiring (b) bulbs share the voltage (c) one bulb out, all go out (d) a single current path
- 15.True or false: “a break stops every bulb” is true of a series circuit. (a) True (b) False
- 16.Which of these is true of a series circuit? (a) each gets the full volts (b) many paths for current (c) one out, the rest glow (d) one bulb out, all go out
- 17.True or false: “one bulb out, all go out” is true of a series circuit. (a) True (b) False
- 18.💡 A battery lights 4 identical bulbs joined in parallel. One more identical bulb is added in parallel. How do the bulbs glow now? (a) the same (b) dimmer (c) brighter
- 19.💡 5 identical bulbs are in parallel and each one takes 0.1 A. What total current (in amperes) comes from the battery? =
- 20.True or false: “a single current path” is true of a series circuit. (a) False (b) True
- 21.💡 4 identical bulbs are in parallel and each bulb has its own switch on its path. 3 of the switches are OFF and the rest are ON. How many bulbs glow?
- 22.True or false: “one bulb out, all go out” is true of a parallel circuit. (a) False (b) True
- 23.💡 2 identical bulbs are joined in parallel across a 3 V battery (ideal wires). How many volts does each bulb get? =
- 24.Which of these is true of a parallel circuit? (a) own switch for each bulb (b) a single current path (c) bulbs share the voltage (d) one bulb out, all go out
- 25.💡 5 identical bulbs are joined in parallel across a 1.5 V battery (ideal wires). How many volts does each bulb get? =
- 26.💡 6 identical bulbs are in parallel and each bulb has its own switch on its path. 2 of the switches are OFF and the rest are ON. How many bulbs glow?
- 27.💡 A battery lights 5 identical bulbs joined in parallel. One more identical bulb is added in parallel. How do the bulbs glow now? (a) the same (b) dimmer (c) brighter
- 28.True or false: “one out, the rest glow” is true of a series circuit. (a) True (b) False
- 29.💡 4 identical bulbs are in parallel and each bulb has its own switch on its path. 2 of the switches are OFF and the rest are ON. How many bulbs glow?
- 30.💡 5 identical bulbs are in parallel and each bulb has its own switch on its path. 4 of the switches are OFF and the rest are ON. How many bulbs glow?
- 31.💡 A battery lights 2 identical bulbs joined in parallel. One more identical bulb is added in parallel. How do the bulbs glow now? (a) the same (b) dimmer (c) brighter
- 32.💡 2 identical bulbs are joined in parallel (each on its own side-by-side path) with a battery and a closed switch on the main wire. All the bulbs are in place. How many bulbs glow?
- 33.True or false: “bulbs share the voltage” is true of a series circuit. (a) False (b) True
- 34.True or false: “own switch for each bulb” is true of a parallel circuit. (a) True (b) False
- 35.💡 6 identical bulbs are in parallel and each bulb has its own switch on its path. 5 of the switches are OFF and the rest are ON. How many bulbs glow?
- 36.True or false: “used in house wiring” is true of a series circuit. (a) False (b) True
- 37.💡 4 identical bulbs are joined in parallel (each on its own side-by-side path) with a battery and a closed switch on the main wire. All the bulbs are in place. Does bulb 1 glow? (a) No (b) Yes
- 38.True or false: “bulbs share the voltage” is true of a parallel circuit. (a) True (b) False
- 39.💡 2 identical bulbs are joined in parallel across a 1.5 V battery (ideal wires). How many volts does each bulb get? =
- 40.💡 4 identical bulbs are joined in parallel across a 4.5 V battery (ideal wires). How many volts does each bulb get? =
Answer key
- each gets full voltage
- 12
- the same
- a single current path
- each gets the full volts
- one out, the rest glow
- False
- a break stops every bulb
- bulbs share the voltage
- 3
- 1.5
- many paths for current
- they keep glowing
- used in house wiring
- True
- one bulb out, all go out
- True
- the same
- 0.5
- True
- 1
- False
- 3
- own switch for each bulb
- 1.5
- 4
- the same
- False
- 2
- 1
- the same
- 2
- True
- True
- 1
- False
- Yes
- False
- 1.5
- 4.5
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