What is the law of large numbers As the sample size decreases, the relative frequency of outcomes gets closer to the theoretical probability of the outcome As the sample size increases, the cumulative frequency of outcomes gets closer to the theoretical probability of the outcome As the sample size increases, the relative frequency of outcomes gets closer to the theoretical probability of the outcome As the sample size increases, the relative frequency of outcomes moves further from the theoretical probability of the outcome If you were using the relative frequency of an event to estimate the probability of the event, would it be better to use 100 trials or 500 trials Explain It would be better to use 500 trials, because the law of large numbers would take effect It would be better to use 100 trials, because the law of large numbers would take effect It would be better to use 500 trials, because 100 trials is always too small It would be better to use 100 trials, because 500 trials is always too big

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What is the law of large numbers  As the sample size decreases, the relative frequency of outcomes gets closer to the theoretical probability of the outcome  As the sample size increases, the cumulative frequency of outcomes gets closer to the theoretical probability of the outcome  As the sample size increases, the relative frequency of outcomes gets closer to the theoretical probability of the outcome  As the sample size increases, the relative frequency of outcomes moves further from the theoretical probability of the outcome  If you were using the relative frequency of an event to estimate the probability of the event, would it be better to use 100 trials or 500 trials  Explain  It would be better to use 500 trials, because the law of large numbers would take effect  It would be better to use 100 trials, because the law of large numbers would take effect  It would be better to use 500 trials, because 100 trials is always too small  It would be better to use 100 trials, because 500 trials is always too big

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What is the law of large numbers? As the sample size decreases, the relative frequency of outcomes gets closer to the theoretical probability of the

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