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\left(-a\right)^{2}+2i\left(-a\right)b-b^{2}
Use binomial theorem \left(p+q\right)^{2}=p^{2}+2pq+q^{2} to expand \left(-a+bi\right)^{2}.
a^{2}+2i\left(-a\right)b-b^{2}
Calculate -a to the power of 2 and get a^{2}.
a^{2}-2iab-b^{2}
Multiply 2i and -1 to get -2i.
\left(-a\right)^{2}+2i\left(-a\right)b-b^{2}
Use binomial theorem \left(p+q\right)^{2}=p^{2}+2pq+q^{2} to expand \left(-a+bi\right)^{2}.
a^{2}+2i\left(-a\right)b-b^{2}
Calculate -a to the power of 2 and get a^{2}.
a^{2}-2iab-b^{2}
Multiply 2i and -1 to get -2i.