PART C) 5 questions all together.... each file has a # on it

A binomial probability is given. Write lhe probabilily in words. Then, use a nonlinuily mnemion to mnven lhe binomial problbilityln normal distribution probability. P(x61.5) o c. P(x60.5) The graph of the waitlng time (in seconds) are red light is shown below on the left with its mean and standard deviation. Assume that a sample slze of 100 is drawn from the population Decide which oflhe graphs labeled (aHo} would most closely resemble the sampling distribution of lhe sample means. Explain your reasoning. A P so 61 a a a 5' u- =11 T E E E E 'm a 'm a a: n: a: n: 1 -2n 513 Time [In mm} mm [In as.) Time [m we.) nmann sec.) Graph most closely resembles the sampling distribution of the sample means, because u; = , a; = . and the graph : _ (Type en inte or a decimal.) (G) . appruxi'nales a normal write (a) is the same shape as the graph for ti-e original distribution (b) The population mean and standard deviation are given below. Find the required probability and determine whether the given sample mean would be considered unusual. For a sample of n =62, nd the probability of a sample mean being less than 23.5 if p = 24 and e = 1.21. a Click the icon to view page 1 01 the standard nonnal table. a Click the icon to view page 2 01 the standard nonnal table. For a sample of n =62, the probability dfa sample mean being less than 23.5 if p=24 and cr = 1.21 is (Round In four decimal places as needed.) mm! M Would the given sample mean be considered unusual mid 7/. m The sample mean a considered unusual beuuse it has a probability that is than 5%. \f\f