Question 2 Imagine an experiment where a person is seated in front of a computer. When a certain signal flashes on the screen, the subject presses a key on the keyboard as quickly as possible. A clock measures the amount of time that elapses between the signal's appearance and the subject's keypress. This amount of time is known as the reaction time. Different subjects take different amounts of time to react to the signal. Based on research, the experimenter believes that the reaction times have a normal distribution with u = 200 milliseconds and o = 25 milliseconds. 100 200 300 A) Find the percentage of subjects who have reaction times between 179 and 264 milliseconds. Use correct notation. B) Find the percentage of subjects who have reaction times that are greater than 248 milliseconds? Use correct notation. C) Suppose a sample of 36 research participants is collected. Find the probability that the sample average will be less than 197. Use correct notation. D) According to the Empirical Rule for normal distributions, between what two reaction times will approximately 95% of the data lie