What is the integral of $int 1 /(2x)dx$ ?

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Answer 1 · 2018-04-03T05:17:22

$1/2timesInx +c$

$int1/(2x) times dx$
= $1/2timesint1/x dx$
$1/2timesInx +c$

Answer 2 · 2018-04-03T05:35:22

$1/2ln|x|+C$

We got: $int1/(2x) \ dx$

Taking out the constant, we get,

$=1/2int1/x \ dx$

Now, we have the common integral, where $int1/x \ dx=ln|x|+C$ , and so,

$=1/2ln|x|+C$

What is the integral of int 1 /(2x)dxint 1 /(2x)dx?