Explain why the two probabilities are identical for the standard normal distribution:
$\operatorname { Pr } ( - 1.96 \leq X \leq 1.96 ) \text { and } \operatorname { Pr } ( - 1.96

Question

Explain why the two probabilities are identical for the standard normal distribution:
$\operatorname { Pr } ( - 1.96 \leq X \leq 1.96 ) \text { and } \operatorname { Pr } ( - 1.96 < X < 1.96 )$

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The Answer of Explain why the two probabilities are identical for the standard normal distribution:
$\operatorname { Pr } ( - 1.96 \leq X \leq 1.96 ) \text { and } \operatorname { Pr } ( - 1.96 < X < 1.96 )$

Explain Why the Two Probabilities Are Identical for the Standard Pr⁡(−1.96≤X≤1.96) and Pr⁡(−1.96<X<1.96)\operatorname { Pr } ( - 1.96 \leq X \leq 1.96 ) \text { and } \operatorname { Pr } ( - 1.96 < X < 1.96 )Pr(−1.96≤X≤1.96) and Pr(−1.96<X<1.96)

Explain Why the Two Probabilities Are Identical for the Standard $\operatorname { Pr } ( - 1.96 \leq X \leq 1.96 ) \text { and } \operatorname { Pr } ( - 1.96 < X < 1.96 )$