The document teaches how to form partial differential equations (PDEs) by eliminating arbitrary constants and using geometric conditions. It includes examples such as deriving PDEs from functions and employing the chain rule. The author encourages interactive practice throughout the learning process.

1. Partial Differential
Equations-Formation
Suman Mathews

2.  You will learn how to form a PDE by eliminating arbitrary constants.
 How to form a PDE from ∅ 𝑢, 𝑣 = 0 where u = f(x,y,z) ,v= f(x,y,z) ,z is a function of
x and y.
 How to form a PDE ,given a geometric condition.

6. 0

11. 𝑝 =
𝑥
𝑎2
2𝑧 𝑦 =
2𝑦
𝑏2
𝑎2
=
𝑥
𝑝

29.  You have learnt how to form a PDE by eliminating arbitrary constants, using a given
geometric condition and using Chain Rule
 Practice along with me, every step, every line!