Aim: The goal of this paper is to compare the result of Grover’s Algorithm with the Proposed Algorithm for defining entanglement and computation. Classical computers use the traditional methods of calculation to execute designs and progression information. In this model, all data is represented by machine-readable 0s and 1s, and processing is carried out by means of straightforward various logical gates such as (AND, OR, NOT, NAND), each of which performs on one or two bits at the same time. As an outcome, any computer with nn bits can occur in one of 2n2n probable states, ranging from 00…000…0 to 11…111…1. Various advantages a quantum computer has over a standard computer is likely it’s more productive, sharper files, which we have undoubtedly overheard. The Grover algorithm demonstrates this competence. The following algorithm has a wide range of applications and can be used as a whole programme or subroutine to obtain quadratically accelerated runtimes for a number of other algorithms. We tried to expedite the procedure and the outcomes of the proposed model to be 86% compared with the existing model of 78%, which is found to be more effective than the current technique.