CEILING.PRECISE in Collabora Office: Round Toward the Higher Multiple
Use Collabora CEILING.PRECISE for fixed upward rounding, signed-step controls and complete packing examples without a mode argument.
Verification status: See the evidence and test scope described in this guide. How formula examples are checked
Quick answer: CEILING.PRECISE rounds toward the higher multiple on the number line. =CEILING.PRECISE(-14;4) is expected to return -12. The step’s sign is ignored.
Availability and version history
- Introduced: original Collabora release and launch date are not established by the sources reviewed.
- Availability: documented in Collabora Office 26.04 help, scoped to the desktop-help release.
- Platform scope: support in every online or mobile deployment is not inferred from desktop documentation.
- Checked: October 14, 2026. Complete function-specific documentation and independent arithmetic controls; no native Collabora test was performed.
Syntax and fixed direction
=CEILING.PRECISE(number[;significance])
Optional significance defaults to 1. Positive inputs move away from zero; negative inputs move toward zero. There is no mode argument.
The Collabora reference states that CEILING.PRECISE and ISO.CEILING calculate identical results. This is explicit product documentation, rather than an inference from their similar names.
Examples use English names and semicolon separators. “Precise” is part of the function name; it does not promise unlimited decimal precision or remove floating-point limitations.
Example 1: inspect a signed four-unit grid
Enter -14, -12, -10, 10, 12 and 14 in A2:A7:
=CEILING.PRECISE(A2;4)
Expected results are -12, -12, -8, 12, 12 and 16. Every result is at least as large as its input on the number line. Exact multiples stay unchanged.
Using -4 as significance gives the same results. A negative step does not reverse the direction.
Example 2: use the optional integer default
=CEILING.PRECISE(6.2)
=CEILING.PRECISE(-6.2)
Expected results are 7 and -6. These are mathematical ceilings to the next integer, rather than rounding every magnitude upward.
For -6.2, an away-from-zero answer would be -7. If that alternative is intended, CEILING.MATH offers an explicit negative mode.
Advanced example: calculate full packaging capacity
Items are packed in boxes holding four. For requirements 9, 12 and 14, use:
=CEILING.PRECISE(D2;4)
=CEILING.PRECISE(D2;4)/4
Expected capacities are 12, 12 and 16; box counts are 3, 3 and 4. Spare capacity is 3, 0 and 2, totaling five places across the three separate orders.
The total requirement is 35. If items may be pooled into a single order, =CEILING.PRECISE(35;4) gives 36, requiring nine boxes and leaving one spare place. Separate orders require ten boxes. Record whether pooling is allowed before comparing these results.
Advanced check: use ceiling and floor as bounds
For -14 and a step of four:
=FLOOR.PRECISE(-14;4)
=CEILING.PRECISE(-14;4)
Expected bounds are -16 and -12. The original -14 lies between them. For an exact multiple such as -12, both bounds equal -12.
FLOOR.PRECISE supplies the lower bound with its own fixed downward direction. This paired check is useful when building a visible grid around signed measurements.
Troubleshooting and interchange
Do not add a third mode argument to CEILING.PRECISE. Do not assume it follows unsuffixed CEILING’s opposite-sign error rule; the dedicated PRECISE section explicitly ignores significance’s sign.
Collabora’s broader ceiling page discusses Excel 2010-era PRECISE compatibility. That does not establish this function’s first Collabora release. Native round-trip mapping, zero-step behavior, coercion and extreme floating-point boundaries remain unverified in this guide.
References and verification
The complete function section was reviewed. Worked results are independently checked expectations; native execution and unlisted edge cases remain unverified.