Prove that the variables in the equation `(dy)/(dx)=f(ax+by+c)` can be separate by the substitution ax+by+c=z.

The differential equation (dx)/(dy)=F(x/y) can be solved by the substitution………………. .

The solution of the equation log ((dy)/(dx))=ax+by is

Solve the following differential equations log((dy)/(dx))=ax+by

Solve the following differential equations log((dy)/(dx))=ax+by

The differential equation (dy)/(dx)=(x+y-1)/(x+y+1) reduces to variable separable form by making the substitution

The differential equation (dy)/(dx)=(x+y-1)/(x+y+1) reduces to variable separable form by making the substitution

A homogeneous differential equation of the form (dy)/(dx)=f((y)/(x)) can be solved by using the substitution