1) If a function is analytic, might its imaginary and real parts be called absolutely harmonic?
2) If real and imaginary parts of a function is not harmonic, then it can't be analytic?
Are these statements true or false? thanks
could you look at this problem please. thanks for now.
\int_{2}^{4}\frac{\sqrt{ln\left ( 9-x \right )}}{\sqrt{ln\left ( 9-x \right )}+\sqrt{ln(x+3)}}dx
as you know i have been asked a question which no no way i couldn't tackle it. and its is about differentiabilty. at long last i found a solution. i want to share with you. could you check out please. thanks for now.this is the question.
and this is my solution.(i assume that when x goes...
in no way i couldn't tackle this problem. could you help me please. and i wonder is there any application/pc program which is solving limit derivative and integral. Like MathXpert. any help will be appriciated.
you right. this book is very difficult. is there any book that you know which is starting elementary? and has much examples with solutions. about sequences, series, limit, differentiable, derivative, integral
i tried to solve this problem. i can do it a little. but i can't progress. as far as I'm concerned, it requires outstanding performance. thanks for now...
PROBLEM
MY SOLUTION...