Flow of a thin liquid film of a power-law fluid caused by the unsteady
stretching of a surface is investigated by using a similarity transfo
rmation. This transformation reduces the unsteady boundary-layer equat
ions to a non-linear ordinary differential equation governed by a nond
imensional unsteadiness parameter S. The effect of S on the film thick
ness is explored numerically for different values of the power-law ind
ex n. A physical explanation for the findings is also provided.