If\[\int{\frac{dx}{f(x)}=\log {{\{f(x)\}}^{2}}+c}\], then what is \[f(x)\] equal to?

If\[\int{\frac{dx}{f(x)}=\log {{\{f(x)\}}^{2}}+c}\], then what is \[f(

1.	If\[\int{\frac{dx}{f(x)}=\log {{\{f(x)\}}^{2}}+c}\], then what is \[f(x)\] equal to?
A.	\[2x+\alpha \]
B.	\[x+\alpha \]
C.	\[\frac{x}{2}+\alpha \]
D.	\[{{x}^{2}}+\alpha \]
Answer» D. \[{{x}^{2}}+\alpha \]

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If\[\int{\frac{dx}{f(x)}=\log {{\{f(x)\}}^{2}}+c}\], then what is \[f(x)\] equal to?

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