Inequality 1 l IL' 5 6I holds for all real numbers. Suppose you have an n-sided die with distinct faces. Let X be the number of times one must roll this die before we obtain a specific result 1 S 'r S n. We know from the properties of geometric distributions, that, in expectation, we will have to roll this die n times before we obtain 7'. Use the inequality above to determine the number m ofdie rolls necessary such that the probability of rolling r in any of the m rolls is at least 1 i i for some constant G, Select all that apply