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does anyone know how i would solve this integral using cauchys integral formula
Hey i've been doing some last minute revison and ive stumbled across this question on a past exam paper. Does anyone know how i'd go about answering this my lecture notes dont seem to cover this type of question
Please help
I have the following question:
Find all ideals in the principle ideal domain R which contain the given ideal I
Now i know this is probably a really easy question.
Is it just asking me for the rational numbers in
Then the second part of the question is:
In which case is I the maximal ideal of R?
so i have
sorry i made a mistake when writing up the equation
i have the following problem which i need to integrate:
im guessing i somehow split it up like this
so using this the complex conjugate would be
i have the following
Let R be the ring
Does anyone know how i would attempt to solve a question like this? please help:(
Im trying to evaluate a complex integral whose image is the circular arc in an anticlockwise direction
for arcs considered in a clockwise direction we have
does anyone know how i could solve an integral in the anticlockwise direction
many thanks
I have the following fraction:
I need to show |Z| is a subgroup of G, the first step is to show |Z| is closed under multiplication.
From definition |Z| is closed if any x,y in G implies xy is in G
Does anyone know how i can show this?
Thankyou guys so much!
I see now where i was going drastically wrong it seems relatively simple now
i have the following question to solve:
suppose G is a group with the property
so far ive got:
ive got the range of z that solves -1<=Z/(1-Z)<1 is when z<=0
im still confused how to do this
ok i understand the bit about x^n converges when x is in [-1,1) but i dont know how to appy this to Z/(1-Z)
Thank you for all your help I understand this now! I was clearly going about it the wrong way!
does anyone know where the ad-bc=0 comes from this is the bit thats really confusing me! i know that the vectors are linearly dependent i just dont know how to show this using ad-bc=0.
Q) for what values of Z is
Now im not sure if im going about this the right way, but so far ive done
can anyone tell me whether im going about this the right way?
thank you
does anyone know the values of:
i know that:
show that the points
does anyone know how i would go about solving this?
I have the following function:
I know from definition: