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IV Standard Form (Clairaut's Equation ) z=px+qy+f(p,q) | Application of Charpit's Method (In Hindi)
Lesson 14 of 15 • 10 upvotes • 8:50mins
Gajendra Purohit
This Course Contain Solution Of IV Standard Form z=pc+qy+f(p,q) OR Clairaut's Equation . Application of Charpit's Method And Example Based on This Topic
(Hindi) Partial Differential Equation (CSIR NET/GATE)
15 lessons • 2h 22m
1
Partial Didifferential Equation, Order & Degree of PDE & Classification of Fisrt Order (In Hindi)
9:34mins
2
Formation Of Partial Differential Equation By Elimination Of Arbitrary Constant (in Hindi)
8:33mins
3
Formation Of Partial Differential Equation By Elimination Of Arbitrary Function (in Hindi)
12:17mins
4
Types Of Solution Of Partial Differential Equation (in Hindi)
9:38mins
5
Lagrange's Method To Solve First Order Linear PDE Part-I (in Hindi)
9:19mins
6
Lagrange's Method To Solve First Order Linear PDE Part-II (in Hindi)
9:45mins
7
Cauchy Problem For Quasi Linear PDE | Integral Surface Passing Through Given Point (In Hindi)
11:30mins
8
Compatible System Of First Order PDE (In Hindi)
9:14mins
9
Existence And Uniqueness Of Integral Surface Passing Through Given Point (In Hindi)
9:06mins
10
Charpit's Method (In Hindi)
8:38mins
11
I Standard Form f(p,q)=0 | Application of Charpit's Method (In Hindi)
8:26mins
12
Il Standard Form f(p,q,z)=0 | Application of Charpit's Method (In Hindi)
9:06mins
13
IlI Standard Form f(p,x)=g(q,y) | Application of Charpit's Method (In Hindi)
9:29mins
14
IV Standard Form (Clairaut's Equation ) z=px+qy+f(p,q) | Application of Charpit's Method (In Hindi)
8:50mins
15
Cauchy's Problem For First Order Non-Linear PDE (In Hindi)
8:39mins
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