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Idaho Engineer Intern / Fundamentals of Engineering Examination Practice Exam 2026 | 100 Questions & Answers with Detailed Rationales | Complete Exam Prep & Study Guide

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Prepare for the Idaho Engineer Intern (EI) / Fundamentals of Engineering (FE) Examination with this comprehensive 100-question practice exam for 2026. This study resource is designed for engineering students, recent engineering graduates, Engineer Intern candidates, and aspiring professional engineers seeking a structured review of the fundamental engineering knowledge required for FE-style examination preparation. The practice exam contains 100 questions with correct answers and detailed rationales, covering mathematics, probability and statistics, engineering economics, ethics, mechanics, materials, fluid mechanics, thermodynamics, electrical fundamentals, engineering sciences, and practical engineering applications. Comprehensive Topics Covered Engineering mathematics Algebra and trigonometry Calculus and differential equations Vectors and matrices Probability and statistics Engineering economics Interest, present worth, and future worth Cost analysis and financial evaluation Engineering ethics and professional responsibility Units, dimensions, and conversions Engineering mechanics Statics and equilibrium Dynamics and kinematics Force systems and free-body diagrams Friction and mechanical applications Strength of materials Stress and strain Axial, bending, and shear loading Torsion and deformation Materials properties Fluid mechanics Fluid statics and dynamics Pressure, flow, and continuity Bernoulli principles Pumps and piping concepts Thermodynamics Energy and heat transfer Electrical and electronic fundamentals Circuits and basic electrical calculations Engineering measurement and data analysis Engineering design principles Safety and risk considerations Environmental engineering fundamentals Construction and project concepts Engineering drawings and specifications Computer and engineering technology fundamentals Practical engineering problem-solving scenarios Detailed Answers and Rationales Each question includes the correct answer and a detailed rationale explaining the engineering principle or calculation method involved. This makes the resource useful as both a practice test and a comprehensive study guide. The rationales can help candidates: Reinforce fundamental engineering principles Practice engineering calculations Improve problem-solving speed and accuracy Review important formulas and concepts Identify weak subject areas Strengthen engineering ethics knowledge Practice real-world engineering applications Prepare for FE-style questions Build confidence before examination day Ideal For This practice exam is suitable for: Idaho Engineer Intern candidates Fundamentals of Engineering (FE) candidates Engineering students Recent engineering graduates Engineers-in-training Civil engineering students Mechanical engineering students Electrical engineering students General engineering candidates Aspiring Professional Engineers Candidates preparing for engineering fundamentals examinations The 100-question format can be used as a timed mock examination, self-assessment test, classroom review resource, or supplemental study guide. Reviewing the detailed rationales after completing the questions can help identify knowledge gaps and focus additional study. This resource is provided for educational and exam-preparation purposes only. It is not an official Idaho Engineer Intern or NCEES examination and does not replace current Idaho licensing requirements, NCEES exam specifications, reference materials, approved calculators, or official examination information. Candidates should verify current eligibility, registration, examination, and licensing requirements with the appropriate Idaho licensing authority and examination provider.

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Idaho Engineer Intern / Fundamentals
of Engineering Examination Practice
Exam 2026 | 100 Questions & Answers
with Detailed Rationales | Complete
Exam Prep & Study Guide


1. A steel member carries an axial tensile load of 180 kN and has a gross cross-
sectional area of 2,400 mm². What is the average normal stress?

A. 60 MPa
B. 75 MPa
C. 90 MPa
D. 120 MPa

Answer: 75 MPa

Rationale: Average normal stress is ς = P/A = 180,000 N / 2,400 mm² = 75
N/mm² = 75 MPa.*

2. A simply supported beam spans 8 m and carries a uniformly distributed
load of 12 kN/m over its entire span. What is the maximum bending
moment?

,A. 48 kN·m
B. 72 kN·m
C. 96 kN·m
D. 192 kN·m

Answer: 96 kN·m

Rationale: For a simply supported beam with a full-span uniform load, Mmax =
wL²/8 = 12(8²)/8 = 96 kN·m.

3. A 20-kg object is accelerated horizontally at 4 m/s². Neglecting friction,
what horizontal force is required?

A. 5 N
B. 20 N
C. 80 N
D. 160 N

Answer: 80 N

Rationale: Newton's second law gives F = ma = 20(4) = 80 N.

4. A fluid flows through a pipe at 0.15 m³/s. If the pipe diameter is 0.30 m,
what is the average velocity?

A. 0.85 m/s
B. 1.50 m/s
C. 2.12 m/s
D. 3.40 m/s

Answer: 2.12 m/s

Rationale: The cross-sectional area is A = πD²/4 = 0.07069 m². Thus V = Q/A =
0.15/0.07069 ≈ 2.12 m/s.

5. A closed system receives 500 kJ of heat and performs 180 kJ of boundary
work. What is the change in internal energy?

,A. 320 kJ
B. 500 kJ
C. 680 kJ
D. −320 kJ

Answer: 320 kJ

Rationale: For a closed system, ΔU = Q − W = 500 − 180 = 320 kJ.

6. A three-phase balanced load draws 40 A from a 480-V system at 0.85
power factor. What is the approximate real power?

A. 14.1 kW
B. 28.3 kW
C. 33.9 kW
D. 40.8 kW

Answer: 28.3 kW

Rationale: Three-phase real power is P = √3 V_L I_L pf = 1.732(480)(40)(0.85) ≈
28.3 kW.

7. An AC circuit has resistance of 30 Ω and inductive reactance of 40 Ω. What
is the magnitude of impedance?

A. 10 Ω
B. 35 Ω
C. 50 Ω
D. 70 Ω

Answer: 50 Ω

Rationale: For a series RL circuit, |Z| = √(R² + X_L²) = √(30² + 40²) = 50 Ω.

8. A concrete mix has a water-cement ratio of 0.45 by mass. If 360 kg of
cement is used, how much mixing water is required?

, A. 162 kg
B. 180 kg
C. 240 kg
D. 810 kg

Answer: 162 kg

Rationale: Water-cement ratio = water/cement, so water = 0.45(360) = 162 kg.

9. A survey line has a horizontal distance of 800 m and a bearing of N 35° E.
What is its eastward component?

A. 327 m
B. 459 m
C. 655 m
D. 800 m

Answer: 459 m

Rationale: For a quadrant bearing measured east of north, the east component
is L sin 35° = 800(0.5736) ≈ 459 m.

10.A population follows the model P(t) = 20,000e^0.018t, where t is measured
in years. What is the approximate population after 10 years?

A. 23,600
B. 24,000
C. 25,000
D. 28,000

Answer: 23,940

Rationale: P(10) = 20,000e^0.18 ≈ 20,000(1.1972) ≈ 23,944.

11.What is the derivative of f(x) = x² ln x for x > 0?

A. 2x ln x
B. x + 2x ln x

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