please do 14 and 12

Use the data found in this chart to answer the following questions. Strata Mean Standard Deviation Mean Standard Deviation Height Height Weight Weight (inches) (inches) (pounds) (pounds) U.S. Men 69.3 2.8 191 28 U.S. Women 64.0 2.8 145 32 NFL Quarterbacks 76.5 1.8 245 25 Top Female Models 70.0 2.2 115 18 9.}.: Male Heights: For the given heights of U.S. men, calculate the z-soore, and comment on whether the height would be unusual for a U.S. man. (a) 65.5 inches (b) 70.2 inches (c) 74.0 inches ((1) 78.0 inches 10. Female Heights: For the given heights of U.S. women, calculate the z-score, and comment on whether the height would be unusual for a U.S. woman. Z score = 2.2'l4 unusual Z SCORE = 0.429 not unusual Z SCORE: 1.5 not unusual Z SCORE: 2.143 unusual 11.* Models: Gisele Bundchen is a top female model. She is 71 inches tall and weighs 115 pounds. (a) Is her height unusual with respect to top female models? (b) Is her height unusual with respect to U.S. women? (c) Is her weight unusual with respect to top female models? (d) Is her weight unusual with respect to U.S. women? 12. Quarterbacks: Tom Brady is a quarterback in the NFL. He is 76.0 inches tall and weighs 225 pounds. (a) Is his height unusual with respect to NFL quarterbacks? Z SCORE = 028 not unusual (b) Is his height unusual with respect to U.S. men? Z SCORE = 2-39 unusual (c) Is his weight unusual with respect to NFL quarterbacks? Z SCORE = 0'8 \"Gt unusual (d Is his weight unusual with respect to U.S. men?A 13.}.c With respect to their professional peers, who is taller: Gisele Bundchen or Tom Brady? 14. With respect to U.S. adults by gender, who is taller: Gisele Bundchen or Tom Brady? 15. If Gisele Bundchen and Tom Brady walk into a restaurant together, would you notice