Both class limit are included
Both class limit are excluded
The lower class limit are excluded
The upper class limit are excluded
Answer is Wrong!
Answer is Right!
The correct answer is: B. Both class limits are excluded.
In an exclusive class, the lower and upper class limits are not included in the class. For example, in the class $[2, 4)$, the numbers 2 and 4 are not included in the class.
Here is a brief explanation of each option:
- Option A: Both class limits are included. This is not correct, because in an exclusive class, the lower and upper class limits are not included in the class.
- Option B: Both class limits are excluded. This is the correct answer, because in an exclusive class, the lower and upper class limits are not included in the class.
- Option C: The lower class limit are excluded. This is not correct, because in an exclusive class, both the lower and upper class limits are excluded.
- Option D: The upper class limit are excluded. This is not correct, because in an exclusive class, both the lower and upper class limits are excluded.