Keywords: School efficiency data envelopment analysis Pareto optimal. Transportation problem Slacked base Model(SBM) Data Envelop- ment Analysis(DEA) Non-homogeneous cost Linear programming. Finally, numerical examples are presented to demonstrate our approach. DEA model (based on input and output variables) was implemented as well as a. The model is efficient for DMUs with discretionary and non- discretionary inputs. Models are recommended based on DEA using the turn over with a constant return to scale to make efficient DMUs rival their references and reduce the input expenses to the level they can excel their reference DMUs. In this article we will discuss the efficient Decision Making Units (DMUs) in the input oriented BCC model to reduce the input expenses significantly wing the reduction of the produced outputs. In this method which is expressed by Khodabakhshi, with an output oriented BCC model, the output increases when the input increases. Network nowadays, the main purpose in the models designed by Data Envelopment Analysis (DEA), is to improve the outputs. Efficient DMUs improvement based on input expenses reduction using data envelopment analysis
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