1) According to 2019-2020 NBA records, the population of NBA players has an average height of 6'6"( = 6.60) with a standard deviation of 0.53" ( = 0.53). The Washington Wizards(N = 19) havea mean height of 6'4" (M = 6.40). Conduct a Z-statistic to determine how the Washington Wizards "measure up" compared tothe population of NBA players.

Calculate and Identify the correct_M.

• A. 4.36
• B. 0.12
• C. 0.53
• D. 19

2) According to 2019-2020 NBA records, the population of NBA players has an average height of 6'6"( = 6.60) with a standard deviation of 0.53" ( = 0.53). The Washington Wizards(N = 19) havea mean height of 6'4" (M = 6.40). Conduct a Z-statistic to determine how the Washington Wizards "measure up" compared tothe population of NBA players.

Identify the correct Z-statistic for our sample of NBA players.

• A. -0.38
• B. 0.05
• C. 0.01
• D. -1.67

3) According to 2019-2020 NBA records, the population of NBA players has an average height of 6'6"( = 6.60) with a standard deviation of 0.53" ( = 0.53). The Washington Wizards(N = 19) havea mean height of 6'4" (M = 6.40). Conduct a Z-statistic to determine how the Washington Wizards "measure up" compared tothe population of NBA players.

I

dentify the correct location of the NBA sample on the Sampling Z-distribution relative to the mean of the NBA population.