Extra Set
Grade 6 · Unit 7 · L33 · Version A · AF9E
Choosing measures of center and variability
Name ________________
Date ________________
Period ________________
- 1.
A data set of 9 quiz scores has one score of 0 and the rest near 18. Which measure of center is more resistant to that 0: mean or median?
- 2.
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD?
- 3.
A data set of 9 quiz scores has one score of 0 and the rest near 18. Which measure of center is more resistant to that 0: mean or median?
- 4.
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD?
- 5.
A data set of 9 quiz scores has one score of 0 and the rest near 18. Which measure of center is more resistant to that 0: mean or median? Write a complete answer — Ava will compare with a partner.
- 6.
A data set of 9 quiz scores has one score of 0 and the rest near 18. Which measure of center is more resistant to that 0: mean or median? Write a complete answer — Mei will compare with a partner.
- 7.
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD? Write a complete answer — Elena will compare with a partner.
- 8.
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD? Write a complete answer — Sam will compare with a partner.
- 9.
A data set of 9 quiz scores has one score of 0 and the rest near 18. Which measure of center is more resistant to that 0: mean or median? Write a complete answer — Mei will compare with a partner.
- 10.
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD? Write a complete answer — Luis will compare with a partner.
- 11.Think
Sam tried this problem:
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD?
Sam wrote Class B (check this). That is not correct. What is the right answer? - 12.Think
Ava tried this problem:
Two classes have the same mean score. Class A’s scores are tightly clustered; Class B’s are spread out. Which class has the greater MAD?
Ava wrote Class B (check this). That is not correct. What is the right answer?
Original extra practice. Keys are computed from the items, not guessed.