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115−2i\frac{11}{5}-2i511−2i
115+2i\frac{11}{5}+2i511+2i
−115−2i-\frac{11}{5}-2i−511−2i
11−10i25\frac{11-10i}{25}2511−10i
11+10i25\frac{11+10i}{25}2511+10i
−11−10i25\frac{-11-10i}{25}25−11−10i
8+7i12\frac{8+7i}{12}128+7i
8+7i13\frac{8+7i}{13}138+7i
8+7i11\frac{8+7i}{11}118+7i
Find 3+2i1+i\frac{3+2i}{1+i}1+i3+2i .
1+5i2\frac{1+5i}{2}21+5i
1+1i2\frac{1+1i}{2}21+1i
1+2i2\frac{1+2i}{2}21+2i
11+10i13\frac{11+10i}{13}1311+10i
11−10i13\frac{11-10i}{13}1311−10i
−11−10i13\frac{-11-10i}{13}13−11−10i
7−12i5\frac{7-12i}{5}57−12i
7+12i5\frac{7+12i}{5}57+12i
−7−12i5\frac{-7-12i}{5}5−7−12i
5−5i2\frac{5-5i}{2}25−5i
5+5i2\frac{5+5i}{2}25+5i
−5−5i2\frac{-5-5i}{2}2−5−5i
−115+2i-\frac{11}{5}+2i−511+2i
−7−12i13\frac{-7-12i}{13}13−7−12i
7+12i13\frac{7+12i}{13}137+12i
7−12i13\frac{7-12i}{13}137−12i
11−11i13\frac{11-11i}{13}1311−11i
11+11i13\frac{11+11i}{13}1311+11i
−11−11i13\frac{-11-11i}{13}13−11−11i
It is done.