Revision as of 00:12, 13 June 2024 by Admin
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Jun 09'24

Exercise

Prove that, if [math]A_1[/math], [math]A_2[/math], \dots, [math]A_n[/math] are independent events defined on a sample space [math]\Omega[/math] and if [math]0 \lt P(A_j) \lt 1[/math] for all [math]j[/math], then [math]\Omega[/math] must have at least [math]2^n[/math] points.