Express z 1⁄4 e1þj=2 in the form a þ j
zejb/4=2ze^{jb}/4=2zejb/4=2
(a+jb)(cosb+jsinb)=8(a+jb)(cosb+jsinb)=8(a+jb)(cosb+jsinb)=8
acosb−bsinb+j(asinb+bcosb)=8acosb-bsinb+j(asinb+bcosb)=8acosb−bsinb+j(asinb+bcosb)=8
asinb+bcosb=0asinb+bcosb=0asinb+bcosb=0
a=−bcosb/sinba=-bcosb/sinba=−bcosb/sinb
−bcos2b/sinb−bsinb=8-bcos^2b/sinb-bsinb=8−bcos2b/sinb−bsinb=8
b=−8sinbb=-8sinbb=−8sinb
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