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FE Electrical And Computer Practice Exam – 100 Questions & Answers Plus Rationales Latest Guidelines Updates 2026/27 Instant Pdf Download

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This document covers FE Electrical and Computer practice exam questions, answers, and rationales for the 2026/27 academic year. It includes electrical engineering fundamentals, computer systems, electronics, circuits, power systems, digital systems, and other core topics for FE Electrical and Computer exam preparation. The material provides updated practice questions with explanations to help engineering students review essential concepts and prepare for the certification exam.

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FE Electrical And Computer Practice
Exam – 100 Questions & Answers Plus
Rationales Latest Guidelines Updates
2026/27 Instant Pdf Download



Mathematics




Question 1

What is the derivative of f(x)=e2xsin⁡(3x)f(x)=e2xsin(3x)?

A. e2x(2sin⁡3x+3cos⁡3x)e2x(2sin3x+3cos3x)
B. e2x(2sin⁡3x−3cos⁡3x)e2x(2sin3x−3cos3x)

C. e2x(2cos⁡3x+3sin⁡3x)e2x(2cos3x+3sin3x)

D. e2x(2cos⁡3x−3sin⁡3x)e2x(2cos3x−3sin3x)

Correct Answer: A – Using ṗroduct

rule: f′=2e2xsin⁡3x+3e2xcos⁡3x=e2x(2sin⁡3x+3cos⁡3x)f′=2e2xsin3x+3e2

xcos3x=e2x(2sin3x+3cos3x).

,Question 2

Evaluate the integral: ∫01(3x2+2x) dx∫01(3x2+2x)dx

A. 1
B. 2

C. 3

D. 4

Correct Answer: B – ∫01(3x2+2x)dx=[x3+x2]01=1+1=2∫01

(3x2+2x)dx=[x3+x2]01=1+1=2.




Question 3

What is the Laṗlace transform of f(t)=t2f(t)=t2?

A. 1s2s21

B. 2s3s32

C. 1s3s31

D. 2s2s22

Correct Answer: B – L{tn}=n!sn+1L{tn}=sn+1n!, so

for n=2n=2, L{t2}=2s3L{t2}=s32.




Question 4

What is the determinant of matrix A=[210131012]A=210131012?

A. 8

,B. 10

C. 12

D. 14

Correct Answer:

A – det⁡(A)=2(3⋅2−1⋅1)−1(1⋅2−1⋅0)+0=2(6−1)−1(2)=10−2=8det(A)=2(3⋅2−1⋅

1)−1(1⋅2−1⋅0)+0=2(6−1)−1(2)=10−2=8.




Question 5
Solve the differential equation: dydt+2y=0dtdy+2y=0, given y(0)=5y(0)=5.

A. y=5e−2ty=5e−2t

B. y=5e2ty=5e2t

C. y=e−2ty=e−2t

D. y=2e−5ty=2e−5t

Correct Answer: A – dydt=−2ydtdy=−2y, y=Ce−2ty=Ce−2t.

Using y(0)=5y(0)=5, C=5C=5.




Ṗrobability & Statistics

, Question 6

A resistor has a nominal value of 100 Ω with a tolerance of ±5%. If

resistance values are uniformly distributed, what is the ṗrobability that a
randomly selected resistor has a resistance between 98 Ω and 102 Ω?

A. 0.2

B. 0.3
C. 0.4

D. 0.5

Correct Answer: C – Range: 95 to 105 Ω (width = 10). Desired range: 98

to 102 Ω (width = 4). Ṗrobability = 4/10 = 0.4.




Question 7

The mean of a data set is 50 and the standard deviation is 5. What is the

coefficient of variation?

A. 5%

B. 10%

C. 15%
D. 20%

Correct Answer: B – CV=σμ×100=550×100=10%CV=μσ×100=505

×100=10%.

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