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NEIEP 400 Final Exam Version 2 - 2026/2027 | Questions & 100% Correct Verified Answers | Grade A | Elevator Industry Exam

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Prepare for your NEIEP 400 Final Exam Version 2 with this premium resource featuring Questions & 100% Correct Verified Answers graded A for 2026/2027. This comprehensive guide covers elevator industry principles, mechanical systems, electrical components, safety regulations, and maintenance protocols with guaranteed accuracy. Essential for elevator industry professionals and NEIEP students seeking top exam performance.

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NEIEP 400 Final Exam Version 2 - 2026/2027
| Questions & 100% Correct Verified Answers
| Grade A | Elevator Industry Exam

DOMAIN 1 – Advanced Electrical Theory & Power Distribution (20 Q)

Q1. A 30 HP, 460 V, 3-phase motor nameplate shows 35 A FLA, SF 1.15. Per NEC Article
620.61(B), the max inverse-time breaker size for the branch-circuit
short-circuit/ground-fault protective device is:

A. 35 A × 1.25 = 43.75 A → 45 A

B. 35 A × 1.15 × 1.25 = 50.3 A → 55 A

C. 35 A × 2.5 = 87.5 A → 90 A

D. Table 430.250 30 HP = 40 A × 2.5 = 100 A

Correct Answer: C

Rationale: NEC 620.61(B) permits up to 250 % of name-plate FLA for elevator motor
inverse-time breakers. 35 A × 2.5 = 87.5 A → next standard 90 A. Option A uses general
125 % rule; D uses table FLC instead of name-plate.

Q2. A wye-connected 460 V, 3-phase supply feeds a delta-connected motor. The motor’s
phase voltage is approximately:

A. 266 V

B. 460 V

,C. 798 V

D. 230 V

Correct Answer: B

Rationale: In a delta load each winding is placed line-to-line; therefore phase voltage
equals line voltage (460 V). Option A is line-to-neutral voltage of supply (460/√3).

Q3. A solid-state brake coil is rated 180 V DC and 2.5 A. The existing step-down
transformer is 460 V primary, 120 V secondary. Which buck-boost connection will
achieve the required coil voltage?

A. 120 V secondary in subtractive (buck) mode with 60 V boost module

B. 120 V secondary in additive (boost) mode with 60 V module → 180 V

C. Use 230 V secondary only

D. Connect coil across 460 V line

Correct Answer: B

Rationale: Boost connection adds module voltage to secondary: 120 V + 60 V = 180 V
exact rating. Subtractive (A) would yield 60 V; 460 V (D) exceeds coil rating.

Q4. A power-quality meter on a 480 V elevator branch reads 5th harmonic voltage THD =
8 %. The most likely source and its primary effect is:

A. VFD switching → increased RMS current & transformer heating

B. Capacitor bank → resonance only

C. Incandescent lamps → flicker

,D. Encoder wiring → position drift

Correct Answer: A

Rationale: Elevator VFDs generate harmonics (5th, 7th) causing extra copper & core
losses. Capacitors (B) may resonate but are not the source; lamps (C) not significant;
encoder (D) unrelated.

Q5. A 25 A, 460 V, 3-phase motor branch circuit (75 °C copper THHN) requires an
equipment grounding conductor per NEC 250.122. The minimum size is:

A. 12 AWG

B. 10 AWG

C. 8 AWG

D. 14 AWG

Correct Answer: B

Rationale: NEC 250.122 table: OCPD ≤ 60 A → 10 AWG EGC. 25 A circuit typically
protected by 40-60 A breaker; 12 AWG (A) allowed only if ≤ 20 A OCPD.

Q6. A clamp meter on one phase of a balanced 30 HP, 460 V motor reads 38 A under
load. The expected approximate input power is:

A. √3 × 460 V × 38 A = 30.3 kW (ignore power factor)

B. 460 V × 38 A = 17.5 kW

C. 30 HP × 746 W = 22.4 kW (output)

D. 30.3 kW / 0.9 PF = 33.6 kVA

, Correct Answer: A

Rationale: Three-phase power (line values) = √3 × V_L × I_L = 1.732 × 460 × 38 ≈ 30.3
kW (real if PF=1). Option B omits √3; C is mechanical output; D adds PF division
unnecessarily.

Q7. An insulation-resistance test on a 460 V motor winding reads 2.5 MΩ at 20 °C.
According to IEEE 43, the minimum acceptable value for an AC motor is:

A. 1 MΩ

B. 2 MΩ

C. 5 MΩ

D. 100 MΩ

Correct Answer: B

Rationale: IEEE 43 recommends minimum 2 MΩ for most AC machines < 1 kV. Values <
2 MΩ warrant investigation; > 5 MΩ is excellent but 2 MΩ is pass/fail threshold.

Q8. A power-factor meter reads 0.72 lagging for a motor load. To improve PF to 0.95,
the required capacitor kVAR equals:

A. kW × (tan φ₁ – tan φ₂)

B. kVA × (PF₁ – PF₂)

C. kW / PF₁ – kW / PF₂

D. √3 × V × I × sin θ

Correct Answer: A
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