Why is the integral of 1/sqrt(x) equal to 2(sqrt(x)) but the integral of 4/x equals 4ln(x)? Shouldn't it be ln|sqrt(x)|?

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Find right answers right now! Why is the integral of 1/sqrt(x) equal to 2(sqrt(x)) but the integral of 4/x equals 4ln(x)? Shouldn't it be ln|sqrt(x)|?
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Positive: 22 %

Why is the integral of 1/sqrt(x) equal to 2(sqrt(x)) but the integral of 4/x equals 4ln(x)? Shouldn't it be ln|sqrt(x)|? Find answers now!
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Positive: 19 %

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Integration by parts: Example 2. About. Integral of ln x. Created by Sal Khan. Share Tweet Email. Integration by parts. Deriving integration by parts formula.
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Positive: 22 %

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Positive: 10 %

... 1/4)*{2x*sqrt(2*(x^2) + 1) + sqrt(2)*ln[sqrt(2*(x^2 ... 2)x)) + sec(arctan(sqrt(2)x))]} (1/32)*{2x*[4*(x^2) + 1]*sqrt[2*(x^2 ... Integral of 1/sqrt(x ...
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Positive: 10 %

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Positive: 10 %

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Positive: 10 %

Proof that INT(1/x )dx = lnx Date: 11/08 ... Integrating (1/x)dx Dear Ben and Friend, The integral of 1/x ... /dx = 0 + 1 + 2x/2! + 3x^2/3! + etc = 1 + x ...
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22 %