Mathematics: How do i take the integral of ln(x) dx?

1) a=5(10)2=51002=51002=5002=250...

How do i take the integral of ln(x) dx? - id1947887, cjjjjjjjjjjjjj

Ответ:

gildedav001

31.12.2021

Xlnx - x + c is the integral because ( xlnx - x + c )' = ( xlnx )' - x' + c' = ( x' )lnx +
x(lnx)'- 1 + 0 = 1lnx + x( 1 / x ) - 1 = lnx + 1 - 1 = lnx ;

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Ответ:

damienwoodlin6

04.08.2022

Mathematics

1) a=5(10)

${10}^{2}$

$\div$

$\times$

100

$\div$

$\times$

100

$\div$

=500

$\div$

=250

0,0(0 оценок)

How do i take the integral of ln(x) dx?

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