A New Four Parameter Extended Exponential Distribution with Statistical Properties and Applications

In this work, we introduce a novel generalization of the extended exponential distribution with four parameters through Kumaraswamy family. The proposed model is referred to as (KwEE). significance suggested from its flexibility in applications and data modeling. As specific sub-models, it includes exponential, Lindley, exponentiated gamma generalized distributions. representation density function, quantile ordinary incomplete moments, generating reliability KwEE are all derived. maximum likelihood approach used estimate parameters. A simulation study for estimates was investigate behaviour numerical analysis performed various sample sizes parameter values analyze using accuracy measures. According simulated investigation, KwEE's perform well increased size. We provide two real-world examples utilizing applied research demonstrate that new more effective.