Formation of a Differential Equation who...

Formation of a Differential Equation whose General Solution is given|Procedure to form a Differential Equation that will Represent a given Family of Curves#!#Examples

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Formation Of A Differential Equation Whose General Solution Is Given|Exercise Questions|OMR

The differential equation whose general solution is y =log x+c is

Formation of Differential Equation| Variable Separable| Homogeneous form

Form the differential equation representing the family of curves (y-b)^2=4(x-a) .

Formation and Types of Solutions of a Differential Equation

The differential equation,which represents the family of plane curves y=e^(cx)

The differential equation which represents the family of plane curves y=exp(cx) , is

Writhe the order of the differential equation representing the family of curves y=ax+a^(3)

The order of the differential equation whose general solution is given by y= (A +B) cos (x +C)+ De^(x) is