In Problems 1–6, determine whether the given equation is separable, linear, neither, or both.
We have to determine whether the given equation is separable, linear, neither, nor both.
Can be written as function h(x) that depends only on x times a function q(y) that depends only on y, then the equation is known as separable.
Rewrite the given equation:-
This equation , we can not write in the form of
So, by using definition of separable , this equation is not separable equation.
Linear differential equation:-
Where r(x) and s(x) are continuous functions in x.
The equation is in the form of
So, is a linear equation.