Complex Variables and Partial Differential Equations (3130005)

Solutions of first order nonlinear PDEs

BE | Semester3 Topic : Solutions of first order nonlinear PDEs

Q4 (b) Winter-2019
Solve : $x^{2} p + y^{2} q = (x + y) z$

4 Marks

Unit : First order partial differential equations

Q4 (c ( ii )) Summer-2020
Find the complete integral of $p^{2} = qz$ .

4 Marks

Unit : First order partial differential equations

Q4 (a) Summer-2020
Find the solution of $x^{2} p + y^{2} q = z^{2}$ .

3 Marks

Unit : First order partial differential equations

Q5 (b) Winter-2019
Solve $z (xp - yq) = y^{2} - x^{2}$ .

4 Marks

Unit : First order partial differential equations

Q4 (c ( ii )) Summer-2020
Solve by Charpit’s method ${yzp}^{2} - q = 0$ .

4 Marks

Unit : First order partial differential equations