The QCD sum rule for the Delta(1232) is considered in the instanton me
dium. It is found that the instanton effect improves the chirally odd
sum rule significantly. This indicates that the operator product expan
sion does not converge rapidly in the delta state. The chirally even s
um rule of Delta suggests that the ''standard'' value of the higher di
mensional condensate mo is much smaller than that derived from the ins
tanton model.