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CC -- the class of all complex numbers

The symbol ii represents the square root of -1.

i1 : z = 3-4*ii

o1 = 3 - 4ii

o1 : CC
i2 : z^5

o2 = - 237 + 3116ii

o2 : CC
i3 : 1/z

      3    4
o3 = -- + --*ii
     25   25

o3 : CC

The field CC is a member of the class Field. Each object of class CC is called a complex number. Each complex number is also a member of class BasicList.

Making a complex number :

  • conjugate -- complex conjugate
  • conjugate CC

    • Methods for using a complex number :

  • CC * CC
  • CC * QQ
  • CC * RR
  • CC * ZZ
  • CC + CC
  • CC + QQ
  • CC + RR
  • CC + ZZ
  • CC - CC
  • CC - QQ
  • CC - RR
  • CC - ZZ
  • CC / CC
  • CC / QQ
  • CC / RR
  • CC / ZZ
  • CC == QQ
  • CC == RR
  • CC == ZZ
  • CC ^ ZZ
  • QQ * CC
  • QQ + CC
  • QQ - CC
  • QQ / CC
  • QQ == CC
  • RR * CC
  • RR + CC
  • RR - CC
  • RR / CC
  • RR == CC
  • ZZ * CC
  • ZZ + CC
  • ZZ - CC
  • ZZ / CC
  • ZZ == CC
  • expression CC
  • imaginaryPart CC
  • mathML CC
  • net CC
  • realPart CC
  • toExternalString CC
  • toString CC

    • Fixed objects of class CC :

  • ii -- square root of -1

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