MAT334-2018F > Quiz-4

Q4 TUT 0102

(1/1)

Victor Ivrii:
Specialize Theorem 4 of Section 2.3 of The Textbook to the case when $z$ is the center of the circle and show that
$$f(z)=\int _0^{2\pi} f(z+r e^{it})\,dt.$$

Heng Kan:
See the attatched scanned picture. And the question should add an term which is 1/2pi