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But now adding the Lorentz contraction lowers this to 3.75 Hz according to
Let's take this specific example and just run some numbers. Suppose
the rest frequency is 2 Hz so that, at v = (3/4)^1/2 c it becomes 1
Hz. The source emits a pulse and one second later (according to the
observer "at rest") it emits another pulse. In that one second the
source moves (3/4)^(1/2) of a light second while the first pulse
moves a full light second. The pulses are, thus, 1 - (3/4)^(1/2) of
a light second apart. This is the wavelength and it corresponds to
an observed frequency of
f_obs = [1 - (3/4)^(1/2)]^-1 Hz = 7.46 Hz
in agreement with the general formula.