The larger the sample size, the smaller the standard error of the estimate, and thus the smaller the width of the confidence interval. In addition, for interval estimation using the t-distribution, the sample size also affects the degrees of freedom of the t-distribution, which in turn affects the confidence interval. For interval estimation in general, the sample still has an effect on the width of the interval if the concept of the standard error of the estimator is not introduced. The larger the sample size, the smaller the width of the confidence interval, and vice versa.