Suppose that the average height of male students at a large university is u = 5.8 feet, with standard deviation of o = 0.3 ft, and the distribution is Normal. a. Scale the X-axis of the Normal curve below in accordance with the description of the male student body given above. Shade-in the area under the probability density curve that corresponds to P [Height > 6.1]. b. Use the empirical rule to determine approximate probabilities for the following events. You should refer to the Normal distribution graph above to check your approximate probabilities against the area under the curve that corresponds to the range of height values indicated for each event. Remember, the total area under the curve is 1.0. P [Height > 6.1 ft] P [Height > 6.4 ft] = P [Height > 6.7 ft] P [Height