Question

Integrate 1/10x dx solve it

Answer 1

Explanation:

∫ (1 / 10x ) dx

=  ( 1 / 10 ) ∫ ( 1 / x ) dx

∴ [ ∫ ( 1 / x) dx  =  ㏑ x  +  C

∴ ( 1 / 10 ) × ( ㏑ x + C )

=  (㏑ x / 10 )  +  ( C / 10 )

Where 'C' is the constant.

The Integration can also be only written as :-

( ㏑x / 10 )

∴ Answer :-  ( ㏑x / 10 )

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