The California General Electrician certification exam is a critical step for electricians ready to advance their careers. This closed-book test includes 100 multiple-choice questions over 4 hours and 30 minutes, with a required 70% passing score. Eligibility comes through work experience (8,000 hours), completion of an apprenticeship program, or other state-approved pathways. Passing the exam earns you the official California Electrical Certification Card, valid for three years.
The exam content is heavily based on the National Electrical Code (NEC) and measures both theoretical knowledge and real-world application. Test topics include electrical installation requirements, conductor and conduit sizing, load calculations, equipment grounding and bonding, overcurrent protection, and safety regulations. Many questions require fast NEC codebook navigation, so learning to reference articles efficiently is as important as memorizing formulas.
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The correct answer is
NEC 2017: Table 310.15(B)(3)(a)
NEC 2020: Table 310.15(C)(1)
NEC 2023: Table 310.15(C)(1)
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NEC 2017: Table 310.15(B)(3)(a)
NEC 2020: Table 310.15(C)(1)
NEC 2023: Table 310.15(C)(1)
The correct answer is
NEC 2017: 680.32
NEC 2020: 680.32
NEC 2023: 680.32
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NEC 2017: 680.32
NEC 2020: 680.32
NEC 2023: 680.32
The correct answer is
NEC 2017: 430.109(D)(3)
NEC 2020: 430.109(D)(3)
NEC 2023: 430.109(D)(3)
Step 1: Verify that 30 hp is within the specified range of over 2 hp up to and including 100 hp.
Step 2: Review the three provisions, focusing on provision (3).
Step 3: Identify that the code specifies "not more than 150 percent of the motor full-load current" for the rating or setting of separate fuses or an inverse time circuit breaker.
Step 4: Confirm that 150% is the correct percentage stated in the code.
That's correct! Way to go
NEC 2017: 430.109(D)(3)
NEC 2020: 430.109(D)(3)
NEC 2023: 430.109(D)(3)
Step 1: Verify that 30 hp is within the specified range of over 2 hp up to and including 100 hp.
Step 2: Review the three provisions, focusing on provision (3).
Step 3: Identify that the code specifies "not more than 150 percent of the motor full-load current" for the rating or setting of separate fuses or an inverse time circuit breaker.
Step 4: Confirm that 150% is the correct percentage stated in the code.
The correct answer is
NEC 2017: 210.11(C)(1) & (2), 220.52(A) & (B)
NEC 2020: 210.11(C)(1) & (2), 220.52(A) & (B)
NEC 2023: 210.11(C)(1) & (2), 220.52(A) & (B)
2-small appliance circuits @ 1,500 VA each = 3,000 VA1-laundry circuit @ 1,500 VA each = 1,500 VATotal = 4,500 VA
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NEC 2017: 210.11(C)(1) & (2), 220.52(A) & (B)
NEC 2020: 210.11(C)(1) & (2), 220.52(A) & (B)
NEC 2023: 210.11(C)(1) & (2), 220.52(A) & (B)
2-small appliance circuits @ 1,500 VA each = 3,000 VA1-laundry circuit @ 1,500 VA each = 1,500 VATotal = 4,500 VA
The correct answer is
NEC 2017: Table 250.66, 250.66(B)
NEC 2020: Table 250.66, 250.66(B)
NEC 2023: Table 250.66, 250.66(B)
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NEC 2017: Table 250.66, 250.66(B)
NEC 2020: Table 250.66, 250.66(B)
NEC 2023: Table 250.66, 250.66(B)
The correct answer is
NEC 2017: Chapter 9, Table 4
NEC 2020: Chapter 9, Table 4
NEC 2023: Chapter 9, Table 4
Step 1: Find the maximum area for conductors within the conduit
Maximum percent of area of Trade size 1 1/2 (41) EMT conduit that can be used for conductor fill = 40 percent; Chapter 9 Table 1
Cross-sectional Area of 41 EMT conduit at 40 percent = 0.814 in² (526 mm²); Chapter 9 Article 358
Step 2: Find the area of a single No. 10 AWG XHHW conductorCross-sectional Area of No. 10 AWG XHHW = 0.0243 in² (15.68 mm²); Chapter 9 Table 5
Step 3: Calculate the maximum number of conductors
Maximum number of conductors = 0.814 in² / 0.0243 in² = 33.49
That's correct! Way to go
NEC 2017: Chapter 9, Table 4
NEC 2020: Chapter 9, Table 4
NEC 2023: Chapter 9, Table 4
Step 1: Find the maximum area for conductors within the conduit
Maximum percent of area of Trade size 1 1/2 (41) EMT conduit that can be used for conductor fill = 40 percent; Chapter 9 Table 1
Cross-sectional Area of 41 EMT conduit at 40 percent = 0.814 in² (526 mm²); Chapter 9 Article 358
Step 2: Find the area of a single No. 10 AWG XHHW conductorCross-sectional Area of No. 10 AWG XHHW = 0.0243 in² (15.68 mm²); Chapter 9 Table 5
Step 3: Calculate the maximum number of conductors
Maximum number of conductors = 0.814 in² / 0.0243 in² = 33.49
The correct answer is
NEC 2017: 210.12(A)
NEC 2020: 210.12(A)
NEC 2023: 210.12(A)
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NEC 2017: 210.12(A)
NEC 2020: 210.12(A)
NEC 2023: 210.12(A)
The correct answer is
NEC 2017: Table 314.16(B), 314.16(B)(4)
NEC 2020: Table 314.16(B), 314.16(B)(4)
NEC 2023: Table 314.16(B), 314.16(B)(4)
Step 1: Determine box capacity
Calculate how many individual #12 wires the box can hold:
Box volume ÷ Volume per #12 wire = Total wire capacity
18 cu. in. ÷ 2.25 cu. in. = 8 wires
Step 2: Account for device
Subtract the wires used by the duplex receptacle.
314.16(B)(4) states that a double volume allowance on the largest conductor connected to the device
Total wire capacity - Device wires = Remaining wire capacity
8 wires - 2 wires = 6 wires
Step 3: Identify cable composition
Note the number of wires in each 12/2 NM cable:
12/2 with ground NM cable contains 3 wires where 1 is grounding
Step 4: Calculate grounding allowance
Up to four equipment grounding conductors enter a box, a single volume allowance shall be made based on the largest equipment grounding conductor entering the box.
6 wires - 1 wires = 5 wires
Step 5: Calculate conductor allowance
Divide remaining capacity by conductors per cable:
Remaining wire capacity ÷ conductors per cable = Number of cables allowed
5 wires ÷ 2 wires = 2.5 cables -> 2 cables
That's correct! Way to go
NEC 2017: Table 314.16(B), 314.16(B)(4)
NEC 2020: Table 314.16(B), 314.16(B)(4)
NEC 2023: Table 314.16(B), 314.16(B)(4)
Step 1: Determine box capacity
Calculate how many individual #12 wires the box can hold:
Box volume ÷ Volume per #12 wire = Total wire capacity
18 cu. in. ÷ 2.25 cu. in. = 8 wires
Step 2: Account for device
Subtract the wires used by the duplex receptacle.
314.16(B)(4) states that a double volume allowance on the largest conductor connected to the device
Total wire capacity - Device wires = Remaining wire capacity
8 wires - 2 wires = 6 wires
Step 3: Identify cable composition
Note the number of wires in each 12/2 NM cable:
12/2 with ground NM cable contains 3 wires where 1 is grounding
Step 4: Calculate grounding allowance
Up to four equipment grounding conductors enter a box, a single volume allowance shall be made based on the largest equipment grounding conductor entering the box.
6 wires - 1 wires = 5 wires
Step 5: Calculate conductor allowance
Divide remaining capacity by conductors per cable:
Remaining wire capacity ÷ conductors per cable = Number of cables allowed
5 wires ÷ 2 wires = 2.5 cables -> 2 cables
The correct answer is
NEC 2017: 690.31(G)
NEC 2020: 690.31(B)
NEC 2023: 690.31(B)
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NEC 2017: 690.31(G)
NEC 2020: 690.31(B)
NEC 2023: 690.31(B)
The correct answer is
NEC 2017: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
NEC 2020: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
NEC 2023: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
Step 1: Find the FLC for a 20 hp, 208-volt, three-phase Design B motor in Table 430.250. The FLC is 59.4 amperes.
Step 2: Calculate 225% of FLC: 59.4 × 225% = 133.65 amperes.
Step 3: The next lower standard fuse size is 125 amperes, which doesn't exceed 225% of FLC.
Step 4: Therefore, the maximum permitted fuse rating is 125 amperes.
That's correct! Way to go
NEC 2017: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
NEC 2020: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
NEC 2023: Table 430.250, 430.52(C)(1), 430.52(C)(1)(a)(2), 240.6
Step 1: Find the FLC for a 20 hp, 208-volt, three-phase Design B motor in Table 430.250. The FLC is 59.4 amperes.
Step 2: Calculate 225% of FLC: 59.4 × 225% = 133.65 amperes.
Step 3: The next lower standard fuse size is 125 amperes, which doesn't exceed 225% of FLC.
Step 4: Therefore, the maximum permitted fuse rating is 125 amperes.