POINTSSS Suppose the weights of all baseball players who are 6 feet tall and between the ages of 18 and 24 are normally distributed. The mean weight is 175 pounds, and the standard deviation 15 pounds. What are the odds that a random baseball player chosen from this population weighs less than 160 pounds? Choose the best answer with the best reasoning: We cannot determine the odds because we are randomly selecting only one baseball player. There is a 68% chance because 160 pounds is exactly 1 standard deviation away from the mean and 68% of the population should be within a standard deviation of the mean. There is a 50% chance because 160 pounds is less than 175 and half of the baseball players will weigh less than the mean of 175 pounds. There is a 32% chance because 160 pounds is exactly 1 standard deviation away from the mean, 68% of the population should be within a standard deviation of the mean, and baseball players less than 160 pounds are more than 1 standard deviation away from the mean. There is a 16% chance because 160 pounds is exactly 1 standard deviation away from the mean, 68% of the population should be within a standard deviation of the moon and hasohall​