Problem 4. 10. Show that (a) the function f(z) = Log(z - i) is analytic everywhere except on the portion <0 of the line y = 1; Log(2+4) (b) the function f(z) points ±(1 - i)/√2 and on the portion = is analytic everywhere except at the -4 of the real axis.
Problem 4. 10. Show that (a) the function f(z) = Log(z - i) is analytic everywhere except on the portion <0 of the line y = 1; Log(2+4) (b) the function f(z) points ±(1 - i)/√2 and on the portion = is analytic everywhere except at the -4 of the real axis.
Chapter3: Functions
Section3.5: Transformation Of Functions
Problem 4SE: When examining the formula of a function that is the result of multiple transformations, how can you...
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