Abstract. We describe the application of the 'low-ν' method to the extraction of the neutrino flux at MiniBooNE energies. As an example, we extract the relative energy dependence of the flux from published MiniBooNE quasielastic scattering cross sections with ν < 0.2 GeV and ν < 0.1 GeV (here ν is the energy transfer to the target). We find that the flux extracted from the 'low-ν' cross sections is consistent with the nominal flux used by MiniBooNE. We fit the MiniBooNE cross sections over the entire kinematic range to various parametrizations of the axial form factor. We find that if the overall normalization of the fit is allowed to float within the normalization errors, the extracted values of the axial vector mass are independent of the flux. Within the Fermi gas model, the Q 2 distribution of the MiniBooNE data is described by a standard dipole form factor with M A = 1.41 ± 0.04 GeV. If nuclear transverse enhancement in the vector form factors is accounted for, the data are best fit with a modified dipole form factor with M A = 1.10 ± 0.03 GeV. In a previous communication [1] we present the application of the 'low-ν' method to the extraction of neutrino (ν µ ) flux for energies (E ν ) as low as 0.7 GeV. In this paper we extend the technique to E ν as low as 0.4 GeV and extract the relative energy dependence of the ν µ flux for the MiniBooNE experiment as an example.The charged current ν µ (ν µ ) differential cross section can be written in terms of the square of the four momentum (Q 2 ) and energy transfer (ν) to the target nucleus. At low-ν, if we integrate the cross section from ν min ≈ 0 up to ν= ν cut (where ν cut is small), we can write the 'low-ν' cross section [1] in terms of an energy independent term which is proportional to the structure function W 2 , and small energy dependent corrections which are proportional to ν/E, or m 2 µ /E 2 where m − µ is the mass of the muon.