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==Examples==
==Examples==
#IMDIV("4+2i","3-i") =<math>\frac{4+2i}{3-i}*\frac{3+i}{3+i}</math> = <math>\frac{12+10i+2i^2}{3^2-i^2} = 10+\frac{10i}{10}</math> (because <math>i^2=-1</math>) = <math> 1+\frac{i}{1} = 1+i </math>
#IMDIV("4+2i","3-i") =<math>\frac{4+2i}{3-i}*\frac{3+i}{3+i}</math> = <math>\frac{12+10i+2i^2}{3^2-i^2} = 10+\frac{10i}{10}</math> (because <math>i^2=-1</math>) = <math> 1+\frac{i}{1} = 1+i </math>
#IMDIV("3-5i,2-6i")=0.9+0.2i
#IMDIV("3-5i,2-6i") = 0.9+0.2i
#IMDIV("5","2+3i")=0.769-1.153i
#IMDIV("5","2+3i") = 0.769-1.153i
#IMDIV("1+i","2")=0.5+0.5i
#IMDIV("1+i","2") = 0.5+0.5i
==See Also==
==See Also==