0.5/3 (a) Formulate a probability statement to determine the value of z so that the area under the standard normal curve in the right tail is 0.0242: P(Z > a) = 0.0242 v (b) Convert the probability statement relating to an area to the left of the normal curve: P(Z s a) = 0.9758 (c) Locate the closest probability value available in the standard normal table. Give the answer with four decimal places. The closest probability value = i (d) Find the z value corresponding to the answer for (c). Give the answer with two decimal places. Z = e Textbook and Media