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PAGE: 1172SET: ExercisesPROBLEM: 9
Please look in your text book for this problem Statement

The differential equation is .

All the coefficients are constants and the differential equation is of the form .

The auxiliary equation is .

The formula for the  roots of the quadratic equation  is

.

The roots of auxiliary equation is  are

.

The roots of auxiliary equation are  and .

If the roots of auxiliary equation  are the complex numbers , , then the general solution of  is .

The roots of auxiliary equation are  and .

In this case .

The general solution of  is .

The general solution is .



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