A new distribution called the Weibull X-Lindley (W-XLD) was constructed based on two existing distributions. the X-Lindley and Weibull distributions. The new distribution was built by multiplying survival functions and contains two parameters shape and the scale parameters. Initially, probability density, cumulative, hazard, and t survival functions were extracted using the rules for constructing a new distribution. The distribution's properties were also determined, including the pattern, moments, kurtosis, skewness, variance, generated moments, quantity, mean time to failure, and segmentation. Additionally, the entropy measure and the rank statistical property were calculated. Furthermore, the W-XLD distribution was compared to related distributions using several statistical criteria, such as Akaike (AIC), the Hanan-Queen (HQIC), the corrected Akaike (AICC), and Bayesian (BIC) information criteria. Outcomes showed that the new distribution is more flexible than continuous distributions, because the value of the criteria for the (W-XLD) distribution is lower than the values of the criteria for other distributions