Table Of Contents
Unit 01 of Math 4 AKTU covers the topic of Partial Differential Equations. This section covers the fundamental ideas of partial differential equations, classifications, and solution approaches. The course also includes examples and applications of partial differential equations in engineering and science.
Dudes 🤔.. You want more useful details regarding this subject. Please keep in mind this as well. Important Questions For Math 4 (Mathematics 4): *Unit-01 *Unit-02 *Unit-03 *Unit-04 *Unit-05 *Short-Q/Ans *Question-Paper with solution 21-22
Q1: Form partial differential equations of the equations by eliminating the arbitrary constants z = ax + by + ab
Ans.
Q2. solve the following differential equations: (x2– yz)p +(y2– zx)q =z2-xy.
Ans.
Q3. Solve (p+)y = qz.
Ans.
f(x, y, z, p, q) = (p2 + q2)y -qz = 0
Charpit’s subsidiary equations are
Q4 Solve the linear partial differential equation
Ans.
Q5. Solve r-4s+ 4t = e2x=y.
Ans.
Q6. Solve the linear partial differential equation
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Q7. Solve the linear partial differential equation
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Math 4 Btech Quantum PDF, Syllabus, Important Questions
| Label | Link |
|---|---|
| Subject Syllabus | Syllabus |
| Short Questions | Short-question |
| Important Unit-1 | Unit-1 |
| Important Unit-2 | Unit-2 |
| Important Unit-3 | Unit-3 |
| Important Unit-4 | Unit-4 |
| Important Unit-5 | Unit-5 |
| Question paper – 2021-22 | 2021-22 |
Math 4 Quantum PDF | AKTU Quantum PDF:
| Quantum Series | Links |
| Quantum -2022-23 | 2022-23 |
AKTU Important Links | Btech Syllabus
| Link Name | Links |
|---|---|
| Btech AKTU Circulars | Links |
| Btech AKTU Syllabus | Links |
| Btech AKTU Student Dashboard | Student Dashboard |
| AKTU RESULT (One VIew) | Student Result |
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