Differential Equations — DU B.A. (Prog) Mathematics as Major Previous Year Question Papers

Programme
B.A. (Prog) Mathematics as Major
Paper type
GE
Paper code
2354002001
Exam years
2020–2026

Differential Equations is a GE paper in Semester III of B.A. (Prog) Mathematics as Major at Delhi University (paper code 2354002001). 54 previous year question papers from 2020–2026 are listed below; view or download each original PDF.

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2026 question papers

2026

B.A. (Prog) Mathematics as Major

2354002001
2026

B.A. (Prog) Mathematics as Major

2354002001
2026

B.A. (Prog) Mathematics as Major

2354002001

2025 question papers

2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001
2025

B.A. (Prog) Mathematics as Major

2354002001

2024 question papers

2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001
2024

B.A. (Prog) Mathematics as Major

2354002001

2023 question papers

2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001
2023

B.A. (Prog) Mathematics as Major

2354002001

2022 question papers

2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001
2022

B.A. (Prog) Mathematics as Major

2354002001

2021 question papers

2021

B.A. (Prog) Mathematics as Major

2354002001
2021

B.A. (Prog) Mathematics as Major

2354002001

2020 question papers

2020

B.A. (Prog) Mathematics as Major

2354002001
2020

B.A. (Prog) Mathematics as Major

2354002001

What was asked in the 2026 Differential Equations paper?

Text of the DU question paper (UPC 2354002001), so you can see what gets asked before opening a PDF.

3. Both parts of the question to be attempted together. 1 (a) Show that y = 4e2* + 2e-3x is a solution of the initial-value problem (7.5) Is y = 2e2x + 4e-3* also a solution of this problem? Explain why or why not. (b) Solve the following initial value problem (7.5) (c) Solve the differential equation (7.5) 2 (a) Solve the differential equation (7.5) (b) Solve the differential equation (7.5) by first finding an integrating factor. (c) Find the orthogonal trajectories of the family of circles? + y2 = c. (7.5) 3 (a) Solve the initial value problem (b) Find the general solution of the following differential equation by using the (7.5) method of undetermined coefficients. (c) Use the method of variation of parameters to find the general solution of the (7.5) differential equation d'y 4 (a) Find the general solution of the differential equation (7.5) (b) Transform the following fourth-order ordinary differential equation into a system (7.5) of four first-order ordinary differential equation (c) Solve the linear system dx dy di + đt 5 (a) Find the general solution of the following differential equation (7.5) (b) Find the solution of the equation ux+yuy=xe*" (7.5) with Cauchy data u = 0 on y = x?. (c) Reduce the following equation into canonical form and find the general solution Solve the following initial value problem using the method of separation of variables (7.5) (b) Find the solution of the initial value systems (7.5) with ux,0) =x and u(x0) = x. (c) Obtain the general solution of (7.5)

How can I prepare for Differential Equations?

Related subjects in B.A. (Prog) Mathematics as Major

Frequently asked questions

Where can I download the DU Differential Equations previous year question paper PDF?
This page lists 54 Differential Equations question papers for B.A. (Prog) Mathematics as Major at Delhi University (2020–2026). Open any paper to view the original PDF or download it. It is free and needs no login.
Which years of Differential Equations question papers are available?
Differential Equations papers are available for 2026, 2025, 2024, 2023, 2022, 2021, 2020.
What is the paper code (UPC) of Differential Equations?
The Unique Paper Code for Differential Equations in B.A. (Prog) Mathematics as Major is 2354002001.
Which semester is Differential Equations taught in?
Differential Equations is a GE paper in Semester III of B.A. (Prog) Mathematics as Major, according to DU's published scheme.

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