In 7–16, obtain the general solution to the equation.

Solution :Step 1:In this problem, we have to find the general solution of the equation. Step 2:We gave the equation .................................(1)The differential equation is of the form Where , q(y) = 5y2 and p(y) = 2/yNow we find integrating factor , so that , where p(y) = 2/yNow We divide both sides by . Now, we can write Then we integrate on both with respect to x. , where eC is an integrating constant so, it can be ignored.