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Distance and midpoint of complex numbers - Complex Numbers

Distance and midpoint of complex numbers

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Notes:
Notes:

midpoint formula
midpoint=real2+real12+im2+im12imidpoint=\frac{real_2+real_1}{2}+\frac{im_2+im_1}{2}i

distance formula
d=(real2real1)2+(im2im1)2d=\sqrt{(real_2-real_1)^2+(im_2-im_1)^2}

  • 1.
    Given the two complex numbers: z=(3+i);w=(1+3i) z=(3+i) ; w=(1+3i)
  • 2.
    Given the complex number: z=(5+2i) z=(5+2i), and its conjugate z=(52i)\overline{z}=(5-2i)
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Distance and midpoint of complex numbers

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