**MA8353 Question Bank Transforms and Partial Differential Equations**

MA8353 Question Bank Transforms and Partial Differential Equations Regulation 2017 Anna University free download. Transforms and Partial Differential Equations Question Bank MA8353 pdf free download Question Paper.

**Sample MA8353 Question Bank Transforms and Partial Differential Equations:**

1. Form the partial differential equation by eliminating a and b from z a(x y)

2. Form the partial differential equation by eliminating a and b from ( )( ) 2 2 2 2 z x a y b MA8353 Question Bank Transforms and Partial Differential Equations Question Paper

3. Form the partial differential equation by eliminating from z a x ay b 2 2

4. Form the partial differential equation by eliminating a and b from 2 2 z (x a) (y b)

5. Find the singular integral of the PDE 2 2 z px qy p q

6. Solve ( 2 ‘ ‘ ) 0 2 2 D DDD z

7. Solve ( 2 ‘ ) 0 3 D DD z

8. Solve ( ‘ ) 0 3 D D MA8353 Question Bank Transforms and Partial Differential Equations Question Paper

9. Solve (D 2D’ )(D 2D’1)z 0

10. Solve (4 4 ‘ ‘ ) 0 2 2 D DDD z

11. Find the general solution of 0

12. Find the PI of (D 3DD’2D’ )z x y 2 2

13. Find the PI of x y D DD D z e ( 2 ‘ ‘ ) 2 2

14. Solve y MA8353 Question Bank Transforms and Partial Differential Equations

1. Form the partial differential equation by eliminating a and b from 2 2 2 2 (x a) (y b) z c

2. Form the partial differential equation by eliminating arbitrary functions from

z xf (2x y) g(2x y)

3. Form the partial differential equation by eliminating arbitrary functions f and from z f (x ct) (x ct) MA8353 Question Bank Transforms and Partial Differential Equations Question Paper

4. Form the partial differential equation by eliminating arbitrary functions g from

( , ) 0 2 2 2 g x y z xyz

5. Solve (1 ) (1 ) 2 p q q z

6. Solve p(1 q) qz

7. Solve pq p q 0

8. Solve 9( ) 4 2 2 p z q

9. Find the complete integral of 2 2 2 2 2 x p y q z

10. Solve 2 2 z px qy p q and find the complete and singular solutions

Subject name | Transforms and Partial Differential Equations |

Semester | 3 |

Subject Code | MA8353 |

Regulation | 2017 regulation |

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