For Chapter 6, in the United States, assume adult heights have a normal distribution.Men's heights havea mean of 69.1 inchesand a standard deviation of2.9 inches, while female's heights have a mean63.7 inchesand a standard deviation of2.7 inches.

• Consider that your height is 68 inches and you are a male

• Calculate the z-score of your height and gender, showing the calculation itself.

• Find the height of a person of your gender who would be at the 38th percentile by sketching the distribution, labeling and shading all relevant regions on the sketch (just like all of the example problems), by choosing which calculator function (no tables) should be use based on the sketch, and by choosing what the calculator inputs should be based mostly on the sketch.Be sure to attach the sketch to your post and include detailed calculator steps.

• Find the percentage of people of your gender would be within 2 inches of your height by again sketching the distribution, labeling and shading all relevant regions for both the distribution and for the percentage of people within 2" of your height, by choosing which calculator function should be used based on the sketch, and by choosing what the calculator inputs should be based mostly on the sketch.Be sure to attach this sketch, too, and include detailed calculator steps.

((( could you explain this using the Ti-84)))