Engineering Mathematics Differential Equations Partial Differential Equations

Consider the differential equation

x2 y11 – xy1 + y = (log x)2, then

1
The complementary function is (C1 + C2 log x) ex
2
The complementary function is (C1 + C2 log x)x
3
The complete solution is given by (C1 + C2 log x) x + (log x)2 + 4 log x + 6
4
The complete solution is given by (C1 + C2 ex) x + (log x)2 + 4 log x + 6

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