Hi, thanks for reply,
yeah if we substitute the transformation 1+u=t,
the integral tourns out as
Integrate[(u-1)^{k+n}/(1-q+bq)u^{2k+3},{u,1,2}]
i am unable to solve it once again just using integral by parts
Hi how to solve this type of integrals
{t^{k+n}}/{(1+qt)(1+t)^{2k+3}}dt
here n is natural number if some one know how to solve it without n also it is okay.
I already work out at that time i have some doubt whether it is right or not, thank you now i conformed but here is a problem i m unable to interpret from the figure it mapping the unit disk
that is |z|<1 (in polar form we are using r Exp(I*theta)
r varies from 0 to 1
and theta...
Hi one more doubt regarding the above problem,
The function z/(1-z)^2 maps the unit disk |z|<1 onto the entire plane except a line segment
from (-infinity to -1/4) , how can we show that using the above function plot using mathematica.
Thanking you
Hi, thnx for reply, please say how to plot in two ways so that i can use which is is required for me, and other one i may use whenever i needed.
Thank you.
hi ,
i am unable to draw the graphs of complex valued functions using mathematica,
please help me .
Ex:koebe function. z/(1-z)^2, z is a complex number