$int_a^b1/((z+v)*(z+w))dz$

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on

Jul 24, 2020, 6:28:07 PM

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on

Dec 27, 2013, 8:10:29 PM

$int_a^b1/((z+v)*(z+w))dz = (1/( "w" - "v" )) * ln(( "v" + "b" ) / ( "w" + "b" )) - (1/( "w" - "v" )) * ln(( "v" + "a" ) / ( "w" + "a" )) + 0.0$

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e6ced161-da27-11e2-8e97-bc764e04d25f

This equation calculates the definite integral for the expression $F(z) = 1/ ((z+v)(z+w))$ . v not equal to b

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∫ba1(z+v)⋅(z+w)dzint_a^b1/((z+v)*(z+w))dz