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Find two linearly independent solutions of the 2nd-order linear homogeneous differential equation y+ly' 5y=0 The linearly independent solutions are m =l E1 @ y2=l and

Find two linearly independent solutions of the 2nd-order linear homogeneous differential equation y"+ly' 5y=0 The linearly independent solutions are m =l E1 @ y2=l and the general solution of the equation is y (I) =l E where ('1- and "2 are arbitrary constants. (Note:Let Jr"1 and 1112 be two solutions of the auxiliary (characteristic) equation. (i) If \"\"1

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