To calculate the relative frequency for each statement, we can use the data provided in the table.
-
32% of 7th-grade campers preferred the mountains.
- The number of 7th-graders who preferred the mountains is 40.
- Total number of 7th graders = 100.
- Relative frequency = (40/100) * 100% = 40%.
- This statement is incorrect.
-
40% of the people who preferred the seacoast were 7th graders.
- The total number of campers who preferred the seacoast = 150.
- The number of 7th graders who preferred the seacoast is 60.
- Relative frequency = (60/150) * 100% = 40%.
- This statement is correct.
-
90% of 8th-grade campers preferred the seacoast.
- The number of 8th-graders who preferred the seacoast is 90.
- Total number of 8th graders = 200.
- Relative frequency = (90/200) * 100% = 45%.
- This statement is incorrect.
-
70% of the people who preferred mountains were 8th graders.
- The total number of campers who preferred the mountains = 150.
- The number of 8th-graders who preferred the mountains is 110.
- Relative frequency = (110/150) * 100% = 73.3%, which rounds to 73.3%, not 70%.
- This statement is incorrect.
Conclusion: The correct relative frequency is: 40% of the people who preferred the seacoast were 7th graders.