Dan's Wiki test page

$$ \omega_b=\mid\omega_1-\omega_2\mid \ $$
 * $$ \omega_1 \ $$ is the frequency before the Doppler shift
 * $$ \omega_2 \ $$ is the frequency after the Doppler shift

$$ \omega_1=\frac{c}{\lambda} \ $$

$$ f_d=\frac{c}{\lambda}-\frac{V_r}{\lambda} \ $$

$$ V_\amalg=sin(\theta)\omega r \ $$

$$ \omega_b=\frac{sin(\theta)\omega r }{\lambda} \ $$

$$ \theta\ $$

$$ \phi \ $$

$$ \omega_b=cos(\theta)* \ $$

$$ cos(\theta-\frac{\pi}{2})=sin(\theta) \ $$

$$ \omega_1=\frac{c}{\lambda}-\frac{cos(\theta)\omega r}{\lambda} \ $$

$$ \omega_2=\frac{c}{\lambda} \ $$

$$ \omega_b=\frac{\omega r}{\lambda}(cos(\theta)) \ $$

$$ V_\amalg \ $$

$$ \frac{dVol}{dt}=A v \ $$

$$ V_\perp \ $$

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MIDDLE!

V=9.4 Volts