Answer :

The order is the highest numbered derivative in the equation with no negative or fractional power of the dependent variable and its derivatives, while the degree is the highest power to which a derivative is raised.

The above equation can be written as

x(+1)dx=y(–1)dy

–1)y=x(+1)

=x+x

So, from this equation it is clear that __order of the differential equation is 1 and the degree of the differential equation is also 1.__

In a **differential equation**, when the dependent variable and their derivatives are only multiplied by constants or independent variable, then the **equation** is ** linear**.

So, in this question the dependent variable is y and the term is multiplied by y and also y is multiplied by itself, so the given equation is __non-linear__.

Rate this question :

Which of the follMathematics - Exemplar

Family y = Ax + AMathematics - Exemplar

The order and degMathematics - Exemplar

If y = 3e^{2x<}Mathematics - Board Papers

Write the degree Mathematics - Board Papers

The degree of theMathematics - Exemplar