  The problem with the use of scaling arguments for simultaneous studies of
different weak interaction processes is discussed. When different neutrino
scattering cross sections involving quite different momentum transfers are
being compared it difficult to define a meaningful single scaling factor to
renormalize calculated cross sections. It has been suggested that the use of
such scaling can be used to estimate high energy neutrino cross sections from
low energy neutrino cross sections. This argument has lead to questions on the
consistency of the magnitude of the LSND muon neutrino cross sections on
$^{12}$C relative to other lower energy weak processes. The issue is revisited
here and from inspection of the structure of the form factors involved it is
seen that the problem arises from a poor description of the transition form
factors at high momentum transfer. When wave functions that reproduce the
transverse magnetic inelastic (e,e') scattering form factor for the 15.11 MeV
state in $^{12}$C are used there is no longer a need for scaling the axial
current, and the different weak interactions rates involving the T=1 1$^+$
triplet in mass 12 are consistent with one another.
