Answer by utobi for On the proof of right-continuity of the distribution...
First of all, let's write the desired result mathematically: $F$ is right continuous-means really $F(x) = F(x^+)$ for all $x$, where$$F(x^{+}) = \lim_{y\to x^+} F(y).$$I'm going to assume you are...
View ArticleOn the proof of right-continuity of the distribution function
In today's statistics class, we saw properties of the distribution function, i.e. defined by $F(x) = P(X\leq x)$ for a random variable $X$. One of these was:$F(x)$ is right continuous.The proof was:Let...
View Article
More Pages to Explore .....
