Recall from Problem 1 that the mapping  is called reflection about the real axis. Using th...

Recall from Problem 1 that the mapping  is called reflection about the real axis. Using the mapping  and any linear mappings, find a mapping g that reflects about the imaginary axis. That is, express the mapping g(x + iy) = −x + iy in terms of complex constants and the symbol .

Problem 1

The complex mapping  is called reflection about the real axis. Explain why.