Mathematics
Grade10
Easy
Question
For the following table, write a rule for f using the ceiling or floor function
![](data:image/png;base64,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)
- f(x) = floor (x) + 4 , 0 ≤ x ≤ 6
- f(x) = floor (x) + 3 , 0 < x ≤ 6
- f(x) = ceiling (x) + 4 , 0 < x < 6
- f(x) = ceiling (x) + 3 , 0 < x ≤ 6
Hint: