Back to Details Practice: Understand that valid generalizations about a population require a representative, random sample. (NC.7.SP.1) Open in Editor

Practice: Understand that valid generalizations about a population require a representative, random sample. (NC.7.SP.1)

Targeted remediation practice

📚 Mathematics 🎓 Grade 7 ⏱️ 25 minutes

Learning Objectives

  • Understand that valid generalizations about a population require a representative, random sample.

Progress 4 sections
1

Practice set 1

Question 1

To learn the favorite sport of all students at a school, which is the best sample?

Question 2

A survey about school lunch is given only to students in the cafeteria line. Why might this be biased?

Question 3

Which sampling method is most likely to be representative?

Question 4

Why do we use random samples?

Question 5

To learn the favorite sport of all students at a school, which is the best sample?

2

Practice set 2

Question 6

A survey about school lunch is given only to students in the cafeteria line. Why might this be biased?

Question 7

Which sampling method is most likely to be representative?

Question 8

Why do we use random samples?

Question 9

To learn the favorite sport of all students at a school, which is the best sample?

Question 10

A survey about school lunch is given only to students in the cafeteria line. Why might this be biased?

3

Practice set 3

Question 11

Which sampling method is most likely to be representative?

Question 12

Why do we use random samples?

Question 13

To learn the favorite sport of all students at a school, which is the best sample?

Question 14

A survey about school lunch is given only to students in the cafeteria line. Why might this be biased?

Question 15

Which sampling method is most likely to be representative?

4

Practice set 4

Question 16

Why do we use random samples?

Question 17

To learn the favorite sport of all students at a school, which is the best sample?

Question 18

A survey about school lunch is given only to students in the cafeteria line. Why might this be biased?

Question 19

Which sampling method is most likely to be representative?

Question 20

Why do we use random samples?