In this paper, a fuzzy inventory model for deteriorating things with deficiencies under completely backlogged condition is detailed and comprehended. Deterioration rate is consistent and demand is thought to be power demand. Here we expected the holding expense is the time shifting holding cost. Shortages are permitted and thought to be completely multiplied. Fuzziness is presented by permitting the cost segments (shortage cost, purchasing cost, and so forth, aside from holding cost) demand rate and the decay. In fuzzy environment, all related inventory parameters are thought to be triangular fuzzy numbers. The reason for this paper is to minimize the total cost by using fuzzy model. We build up the computational algorithm to test the viability of the model through illustrations. A numerical illustration is given with a specific end goal to demonstrate the appropriateness of the proposed show. The effective investigation is additionally completed to recognize the most appropriate parameters of the framework. From the examination, we demonstrate that the aggregate cost capacity is to a great degree impacted by the holding cost, demand rate and shortage cost.

deterioration, power demand, shortages, triangular fuzzy, time varying holding cost.