d2y/dx2+5 dy/dx+4y=0
Characteristic equation: r2+5r+4=0→r1=−4,r2=−1.r^2+5r+4=0\to r_1=-4,r_2=-1.r2+5r+4=0→r1=−4,r2=−1.
General solution of DE: y=C1e−4x+C2e−x.y=C_1e^{-4x}+C_2e^{-x}.y=C1e−4x+C2e−x.
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