Ceiling Function Calculator
Calculate the ceiling of a number, rounding up to the smallest integer greater than or equal to x.
Table of Contents
0 Number =
0 Ceiling Value
Representative value from the Ceiling Function Calculator reference table.
Reference Values
Browse 27 reference values with individual detail pages for quick lookup.
Ceiling Function Calculator
Calculate the ceiling of a number, rounding up to the smallest integer greater than or equal to x.
Calculated Result
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Reference Table
Use this complete table for quick lookup and internal linking to specific value pages.
| Number | ceil(x) |
|---|---|
| -10.75 Number | -10 Ceiling Value |
| -9.5 Number | -9 Ceiling Value |
| -8.25 Number | -8 Ceiling Value |
| -7.1 Number | -7 Ceiling Value |
| -6.5 Number | -6 Ceiling Value |
| -5.01 Number | -5 Ceiling Value |
| -4.5 Number | -4 Ceiling Value |
| -3.33 Number | -3 Ceiling Value |
| -2.5 Number | -2 Ceiling Value |
| -1.2 Number | -1 Ceiling Value |
| -0.99 Number | -0 Ceiling Value |
| -0.5 Number | -0 Ceiling Value |
| -0.1 Number | -0 Ceiling Value |
| 0 Number | 0 Ceiling Value |
| 0.1 Number | 1 Ceiling Value |
| 0.5 Number | 1 Ceiling Value |
| 0.99 Number | 1 Ceiling Value |
| 1.2 Number | 2 Ceiling Value |
| 2.5 Number | 3 Ceiling Value |
| 3.33 Number | 4 Ceiling Value |
| 4.5 Number | 5 Ceiling Value |
| 5.01 Number | 6 Ceiling Value |
| 6.5 Number | 7 Ceiling Value |
| 7.1 Number | 8 Ceiling Value |
| 8.25 Number | 9 Ceiling Value |
| 9.5 Number | 10 Ceiling Value |
| 10.75 Number | 11 Ceiling Value |
Frequently Asked Questions
Common questions about Ceiling Function Calculator, formulas, and typical use cases.
What does the Ceiling Function Calculator calculator do?
It helps with rounding values up for capacity planning, counts, and discrete constraints.
What formula does the Ceiling Function Calculator calculator use?
ceil(x) rounds up to the smallest integer greater than or equal to x.
What inputs are valid?
Any finite number is valid.
When would I use this?
rounding values up for capacity planning, counts, and discrete constraints
Methodology and Review
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