On the property of intermediate point in the mean value theorems for integrals


Vasile Berinde


Abstract

creative_2000_9_051_058_abstract

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The main aim of this note is to show that the property of intermediate points in the mean value theorems for integrals proved in remains valid under weaker assumptions on the functions involved. So, the theorems in our paper are extensions of the Theorem 1 and 2 in [2], respectively. Some variants off the mean value theorems for integrals are also given.

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Author(s)

Berinde, Vasile