  We examine the compatibility between the Neutrino Option, in which the
electroweak scale is generated by PeV mass type I seesaw Majorana neutrinos,
and leptogenesis. We find the Neutrino Option is consistent with resonant
leptogenesis. Working within the minimal seesaw scenario with two heavy
Majorana neutrinos $N_{1,2}$, which form a pseudo-Dirac pair, we explore the
viable parameter space. We find that the Neutrino Option and successful
leptogenesis are compatible in the cases of a neutrino mass spectrum with
normal (inverted) ordering for $1.2 \times 10^6 < M \text{ (GeV)} < 8.8 \times
10^6$ ($2.4 \times 10^6 < M \text{ (GeV)} < 7.4 \times 10^6$), with $M = (M_1 +
M_2)/2$ and $M_{1,2}$ the masses of $N_{1,2}$. Successful leptogenesis requires
that $\Delta M/M \equiv (M_2 - M_1)/M \sim 10^{-8}$. We further show that
leptogenesis can produce the baryon asymmetry of the Universe within the
Neutrino Option scenario when the requisite CP violation in leptogenesis is
provided exclusively by the Dirac or Majorana low energy CP violation phases of
the PMNS matrix.
