In this post we will discuss about “Formation of Ordinary Differential Equations”
Let ; f ( x , y , c1 ) = 0 ———————(1)
be an equation containing x , y an on arbitrary constant c1 .
Differentiating (1) we get ;
( Df/Dx ) + ( Df/Dx ) (dy/dx ) = 0 ——(2)
equation (2) will in general contains c1 . If c1 be eliminated between (1) and (2) , we shall get a relation involving x, y and dy/dx which will evidently be a differential equation of the first order .
This is my another blog post released from my Online Classroom of Mathematics . In this post you will see a shot discussion about Differential Equation which is very important topic in Calculus .
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