Question

The table shows the probability distribution of the number of bases for a randomly selected time at bot for a random player on a certain baseball team Complete parts a through below Bases 0 1 2 3 4 Probability 0.7445 01705 00502 0.0051 00297 a. Verily that the probabilities give a legitimate probability distribution. Choose the correct answer below A The sum of the probabilities ist OB. All the probabies are between 0 and 1 OC. The sum of the probabilities is between 0 and 1 and each probably is than 1 OD. The sum of the probabies ist and each probability tals between 0 and 1 b. Find the mean of this probability distribution -Type an integer or a decimal. Do not round) c. Interpret the moan, explaining why it does not have to be a whole number, even though each possible value for the number of bees is a whole numberChoose the correct answer below OA. Over the course of many w-bts the number of bases a bater expects to reach in all of a gante's at-bats will approach the mean Since the mean is a measure of a whole game's atbals does not love to be a whole number OB. Over the course of many t-bats, the average number of bases reached by the better will approach the mean Since the moon is not a mesure of an individual batido not have to be a whole number OC. Over the course of many at bats, the number of bases reached by the batter in terwipproach the mean. Since the water tots have not yet happened, the mean does not have to be a whole number

Answer 1

Solution option is colnect b M Ex.pCw) (0) (0.7445) +0000.1705)+ 2 (0.0502) + 3 (0.0061) + 460.0297) +0.1705 + 0.1004+ 0.01 83 + 0.1188 0.408 option - B