Standard Form f(p,q)=0 — Study Resources & PYQs
Solution of the standard nonlinear PDE form f(p,q)=0.
- Estimated study time: 30 minutes
Study resources
- Multivariable Calculus playlist contents - GP Sir (Class Central index) (Article) — This index lists 'Non Linear PDE Standard Form-I' as its own lecture, which is exactly the f(p,q)=0 case, along with the other three standard forms.
- Partial Differential Equation - GP Sir (Standard Forms I-IV) (Video) — Covers standard form I, f(p,q)=0, with the shortcut assumption z = ax + by + c and solved examples.
- Special type I: PDEs involving only p and q (IIT Jodhpur lecture notes) (Article) — Shows how Charpit's auxiliary equations simplify for the standard form f(p,q)=0, with a worked example of finding the complete integral.
- I Standard Form f(p,q)=0 | Application of Charpit's Method - Unacademy lesson (Gajendra Purohit, Hindi) (Video) — Lesson solving the first standard form f(p,q)=0 as a special application of Charpit's method, with a worked numerical example.
- LibreTexts — Sequences and Series (Article) — Series and convergence tests, comparison, alternating, ratio and root tests.
- MIT OpenCourseWare — Fourier Series and Partial Differential Equations (Article) — MIT course materials covering Fourier series and partial differential equations.
- NPTEL — Numerical Analysis (Article) — Indian engineering mathematics reference for differential equations, series, transforms and numerical mathematical methods.
Standard Form f(p,q)=0 previous year questions
Taught in these subjects
- ENGINEERING MATHEMATICS-II — BMAT21 · Government College of Engineering and Technology, Jammu
- ENGINEERING MATHEMATICS-II — BMAT21 · Government College of Engineering and Technology, Jammu
- ENGINEERING MATHEMATICS-II — BMAT21 · Government College of Engineering and Technology, Jammu
- Engineering Mathematics-II — BMAT21 · Government College of Engineering and Technology, Jammu
- Engineering Mathematics-II — BST1201 · Government College of Engineering and Technology, Jammu
- Engineering Mathematics-II — BST1201 · Government College of Engineering and Technology, Jammu