Try our Free Online Math Solver!
Second Order Linear Equations
Then determine the maximum value of the solution and also
find the point where the
solution is zero.
21. Solve the initial value problem . Then find α so that
the solution approaches zero as .
22. Solve the initial value problem. Then find β so that the
solution approaches zero as .
In each of Problems 23 and 24 determine the value of α if any . for which al l solutions tend to
zero as : also determine the values of α. if any , for which all (nonzero) solutions become
25. Consider the initial value problem
where β > 0.
(a) Solve the initial value problem.
(b) Plot the solution when β= 1. Find the coordinates f the minimum point of
the solution in this case.
(c) Find the smallest value of β for which the solution has no minimum point.