  We consider the geometric part of the effective action for Fractional Quantum
Hall Effect (FQHE). It is shown that accounting for the framing anomaly of the
quantum Chern-Simons theory is essential to the obtain correct gravitational
linear response functions. In the lowest order in gradients the linear response
generating functional includes Chern-Simons, Wen-Zee and gravitational Chern-
Simons terms. The latter term has a contribution from the framing anomaly which
fixes the value of thermal Hall conductivity and contributes to the Hall
viscosity of the FQH states on a sphere. We also discuss the effects of the
framing anomaly on linear responses for non-Abelian FQH states.
