Q18Multiple correct2 Marks28 Apr 2024If X∼N(mu,sigma2)X \sim \mathcal{N}(mu, sigma^2)X∼N(mu,sigma2), then choose the correct option(s) from the following.AP(X≤mu)≠P(X>mu)P(X \le mu) \neq P(X > mu)P(X≤mu)=P(X>mu)BP(X≤mu)=P(X>mu)=0.5P(X \le mu) = P(X > mu) = 0.5P(X≤mu)=P(X>mu)=0.5CIfZ=X−musigma2,thenZ N(mu,1).If Z = \frac{X - mu}{sigma}^2, then Z ~ N(mu, 1).IfZ=sigmaX−mu2,thenZ N(mu,1).DIfZ=X−musigma,thenZ N(0,1).If Z = \frac{X - mu}{sigma}, then Z ~ N(0, 1).IfZ=sigmaX−mu,thenZ N(0,1).
