To evaluate the statements, let's analyze the data provided in the table:
Total number of students surveyed = 150
1. **Total students who do not use school buses** = 56
- **Percentage of all students who do not use school buses** = (56/150) * 100 = 37.33%, so statement A is approximately correct, but not exact due to rounding.
2. Students in Grade 12 who use school buses = 33
- **Percentage of students in Grade 12 who use school buses** = (33/50) * 100 = 66%, so statement B is correct.
3. Students in Grade 10 that do not use school buses = 16
- **Percentage of students in Grade 10 who do not use school buses** = (16/50) * 100 = 32%, so statement C is incorrect.
4. Students who use school buses = 94
- Students in Grade 10 who use school buses = 34
- **Percentage of students who use school buses that are in Grade 10** = (34/94) * 100 = 36.17%, so statement D is incorrect.
5. Students in Grade 11 who do not use school buses = 23
- **Percentage of all students who are in Grade 11 and do not use school buses** = (23/150) * 100 = 15.33%, so statement E is approximately correct but not exact due to rounding.
Based on the evaluation:
- Statement A is approximately correct but not exact.
- Statement B is correct.
- Statement C is incorrect.
- Statement D is incorrect.
- Statement E is approximately correct but not exact.
Thus, the final answers (statements that can be inferred from the data) are:
**B. 66% of students in grade 12 use school buses**.