Find two linearly independent solutions of the 2nd-order linear homogeneous differential equation I, +y'+ 25y=0 The linearly independent solutions are m =l E U2 =
Find two linearly independent solutions of the 2nd-order linear homogeneous differential equation I,\" +y'+ 25y=0 The linearly independent solutions are m =l E U2 = E and the general solution of the equation is y (I) = Q where \"1- and "2 are arbitrary constants (Note:Let ml and \"12 be two solutions of the auxiliary (characteristic) equation. (i) If \"'1
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