What is the integral value of 1-x divided by 1+x Over the limit 0 to 1
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Hi Mate !
1 - x / 1 + x = -1 + 2 / ( 1 + x )
Lt from 0 to 1 [ -x + 2 ( log ( 1 + x ) ]
2 Log ( 2 ) -1
1 - x / 1 + x = -1 + 2 / ( 1 + x )
Lt from 0 to 1 [ -x + 2 ( log ( 1 + x ) ]
2 Log ( 2 ) -1
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