General solution of the differential equation log \(\left(\frac{d y}{d x}\right)=a x+b y\) is

1
aeby + beax = c1, where c1 is a constant.
2
ae-by + be-ax = c1, where c1 is a constant.
3
ae-by + beax = c1, where c1 is a constant.
4
aeby + be-ax = c1, where c1 is a constant.

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