MHB Analytic Function II: Complex Calculation

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The discussion revolves around the complex function p(z) defined as p(z)=A(z-z1)...(z-zn), where A is a non-zero complex number. Participants are encouraged to demonstrate that P'(z)/P(z) equals the sum of 1/(z-zj) for z not equal to zj. Several users express frustration with the problem, indicating they have attempted solutions but remain stuck. The importance of showing previous attempts is emphasized to facilitate better assistance from others. Overall, the thread highlights the challenges of solving complex function problems and the collaborative nature of seeking help.
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Let p(z)=A(z-z1)...(z-zn) where A and z1...zn are complex numbers and A not equal to 0 . Show that
P'(z)/P(z)=∑ (1/(z-zj)) z not equal z z1...zn
 
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Re: Analytic function

What have you tried? This isn't the place to dump homework and collect answers :(
 
Re: Analytic function III

Already try hard but I really stuck on this question
Please help
 
Re: Analytic function III

asqw121 said:
Already try hard but I really stuck on this question
Please help

If you show what you have tried, then our helpers can help, otherwise they are left to do the problem for you, which is of little help to you as far as you being able to work this problem and others like it yourself.
 

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