The general solution of x3y''' — 4x2y" = 0, x > 0 is (a) y = C1 + C2x + C3x-6 (b) y = (1 + C2x + C3x8 (c) y = (1 + C2x +
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The general solution of x3y''' — 4x2y" = 0, x > 0 is (a) y = C1 + C2x + C3x-6 (b) y = (1 + C2x + C3x8 (c) y = (1 + C2x +
The general solution of x3y''' — 4x2y" = 0, x > 0 is (a) y = C1 + C2x + C3x-6 (b) y = (1 + C2x + C3x8 (c) y = (1 + C2x + C3x6 (d) y = (1 + C2x + C3x4 (e) y = (y + C2x + C3x-4 (a) (b) (c) O (d) O (e)
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