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Plotting complex numbers as an Argand Diagram

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I have the function:

$F(\omega) = \frac{5\; - \;i\;\omega}{5^2\; +\; \omega^2}$

When $\omega$ has the values :

$\{ -7, -2,\; 0,\; 2,\; 7\}$

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

The graph should look like a circle with radius $\frac{1}{10}$ passing through the points specified.

I have the function:

$F(\omega) = \frac{5\; - \;i\;\omega}{5^2\; +\; \omega^2}$

When $\omega$ has the values :

$\{ -7, -2,\; 0,\; 2,\; 7\}$

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

I have the function:

$F(\omega) = \frac{5\; - \;i\;\omega}{5^2\; +\; \omega^2}$

When $\omega$ has the values :

$\{ -7, -2,\; 0,\; 2,\; 7\}$

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

The graph should look like a circle with radius $\frac{1}{10}$ passing through the points specified.

3 added 24 characters in body; edited tags
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I have the function:

$F(\omega) = \frac{5 - j\omega}{5^2 + \omega^2}$$F(\omega) = \frac{5\; - \;i\;\omega}{5^2\; +\; \omega^2}$

When $\omega$ has the values: :

-7, -2, 0, 2, 7$\{ -7, -2,\; 0,\; 2,\; 7\}$

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

I have the function:

$F(\omega) = \frac{5 - j\omega}{5^2 + \omega^2}$

When $\omega$ has the values:

-7, -2, 0, 2, 7

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

I have the function:

$F(\omega) = \frac{5\; - \;i\;\omega}{5^2\; +\; \omega^2}$

When $\omega$ has the values :

$\{ -7, -2,\; 0,\; 2,\; 7\}$

How would I plot the Argand diagram in Mathematica? Or should I just treat it as a normal plot?

2 added 65 characters in body
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