imaginary and real parts

dopey9

New member
Joined
Jul 14, 2006
Messages
39
i have an equation

z = -(4 +2i)*ln(x+iy)

where i imaginary

iv been trying to split the equation into two parts...imaginary and real parts...with z as the subject of the equation..but i cant seem to do it..can any one help thankz
 
What is the complete question?

\(\displaystyle \L\log (x + iy) = \ln \left( {\left| {x + iy} \right|} \right) + i\left( {Arg(x + iy) + 2k\pi } \right)\)
 
pka said:
What is the complete question?

\(\displaystyle \L\log (x + iy) = \ln \left( {\left| {x + iy} \right|} \right) + i\left( {Arg(x + iy) + 2k\pi } \right)\)

Thanks for the help but i found out the answer
 
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