Demonstrati ca:

|1-z_1\cdot \overline{z_2}|^2-|z_1-z_2|^2=(1-|z_1|^2)(1-|z_2|^2)

Unde z1 si z2 sunt numere complexe.


Va rog, cu explicatii sau rezolvare detaliata. Am incercat sa-l fac dar ceva nu imi iasa.
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