The author obtains bounds on solutions to some nonlinear integral inequalities and their discrete analogues. Unfortunately, these integral inequalities (and hence their discrete analogues) are not new. Because most of them can be reduced to known results studied by the authors under the same (or even weaker) conditions. Indeed, letting , , then the integral inequalities (2.1), (2.5), (2.19), (2.22) and (2.25) can be reformulated, respectively, as follows
where , satisfy all the conditions assumed on the functions , , respectively. For example, when the condition (2.18) holds for when is replaced by and condition (2.21) holds also when is replaced by .