Antiderivative With an Initial Condition
Without using a calculator, determine which function is an antiderivative of $$\frac{3}{x}$$ that satisfies the condition $$F(1)=2$$.
A
$$f(x)=\ln|3*x|+2$$
B
$$f(x)=\frac{3}{\ln|x|}+2$$
C
$$f(x)=3*\ln|x|+2$$
D
$$f(x)=3*\ln|x+2|$$
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