GTU · BE Computer · Semester 3

GTU 130001 Mathematics-III (Maths 3) Old Question Papers PDF

Official Gujarat Technological University (GTU) old question papers PDF (Regular & Remedial) and step-by-step solved questions for Mathematics-III (Maths 3) across 2025 examinations.

2 papers, 202570 marks23 to pass2.5 hours

11 questions GTU asked more than onceAsked in all 2 papers: Compute

\beta\left(\frac{9}{2}, \frac{7}{2}\right)

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Exam papers

Winter 20255 questions · 70 marks

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Summer 20255 questions · 70 marks

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Most repeated questions

11 questions GTU set in two or more of 2 papers, most repeated first. Tap a year to open that paper at the question.

Compute $\beta\left(\frac{9}{2}, \frac{7}{2}\right)$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q1a Summer 2025 Q1a
Find the series solution of $y' - 2xy = 0$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q1b Summer 2025 Q4b OR
Test the exactness and solve $(x^4 - 2xy^2 + y^4)dx - (2x^2 y - 4xy^3 + \sin y)dy = 0$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q2b Summer 2025 Q2b
Solve $y'' + y = \sin x$ by using method of variation of parameters.
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q3a Summer 2025 Q3a OR
Solve $x^2 y'' - 20y = 0$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q3a OR Summer 2025 Q5a OR
Find the Fourier series of $f(x) = x$ in the interval $(0, 2\pi)$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q3b OR Summer 2025 Q1b Summer 2025 Q2a
Find $\mathcal{L}\{t \cos at\}$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q4a Winter 2025 Q4a OR Summer 2025 Q4a
Find $\mathcal{L}^{-1}\left\{\frac{s+2}{s(s+1)(s+3)}\right\}$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q4b Summer 2025 Q4b Summer 2025 Q4a OR
Solve $y'' + y' - 12y = e^{6x}$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q2a Summer 2025 Q3b Summer 2025 Q3b OR
Solve $\frac{dy}{dx} + y\sin x = e^{\cos x}$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q2b OR Summer 2025 Q2b OR

Show 1 more repeated questionsHide the 1 more

Using the method of separation of variables, solve $\frac{\partial u}{\partial x} = 2\frac{\partial u}{\partial t} + u$ given that $u(x, 0) = 6e^{-3x}$ .
7 marksSame type asked in 2 of 2 papers
Winter 2025 Q5b OR Summer 2025 Q5a

Which branches take this subject

GTU's syllabus lists 130001 for 1 branch. One set of papers serves all of them.

Semester 3: 1 branch

Marine Engineering

Other Semester 3 subjects

3130004Effective Technical Communication7 papers 3130006Probability and Statistics7 papers 3130702Data Structures7 papers 3130703Database Management System7 papers 3130704Digital Fundamentals6 papers

Common questions

Are these GTU 130001 Mathematics-III papers valid for both Regular and Remedial exams?

Yes. Gujarat Technological University (GTU) follows the same 70-mark syllabus, exam blueprint, and 23-mark passing cutoff for both Regular and Remedial (ATKT/backlog) examinations. All 2 past exam sessions (2025) serve as comprehensive preparation for either attempt.

How can I download GTU 130001 Mathematics-III old question papers PDF?

You can download official GTU 130001 original question paper PDFs directly from the table above with 1 click and zero deceptive ads or wait timers. Every paper also includes interactive online questions with AI study prompts.

What is the passing mark for GTU Mathematics-III (130001)?

The external theory exam carries 70 marks. The minimum passing cutoff is 23 marks (33%). Exam duration is 2.5 hours.

What is the GTU exam pattern for 130001?

The examination contains 5 main questions of 14 marks each, totaling 70 marks. Questions 2 through 5 provide internal OR choices, typically split into 3-mark, 4-mark, and 7-mark questions.