Respuesta :
The answer is: the probability of rolling a 3 in n outcomes becomes closer to 1/6 (1 divided by 6) as the value of n increases.
Explanation:
The law of large numbers suggest that as the number of essays increase the average gets closer to the theoretical value.
Here the theoretical probabiliity is:
number of favorable outcomes
------------------------------------------------
number of total poossible outcomes
The favorable outcomes is 1 (the number 3)
The possible outcomes are 6 (1, 2, 3, 4, 5, 6)
So, the theoretical probability is 1 / 6.
Therefore, the large numbers suggest thet the probability of rolling a 3 will be closer to 1/6 as the number of rolls increase.
Explanation:
The law of large numbers suggest that as the number of essays increase the average gets closer to the theoretical value.
Here the theoretical probabiliity is:
number of favorable outcomes
------------------------------------------------
number of total poossible outcomes
The favorable outcomes is 1 (the number 3)
The possible outcomes are 6 (1, 2, 3, 4, 5, 6)
So, the theoretical probability is 1 / 6.
Therefore, the large numbers suggest thet the probability of rolling a 3 will be closer to 1/6 as the number of rolls increase.
Answer:
If you are using plato, the answer is A. The probablitiy of rolling a 3 in n outcomes becomes closer to 1/6 as the value of n increases
Step-by-step explanation: