Students from three grade levels were surveyed about their use of school buses. The results of the survey are shown in the table.

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**.