This rounding calculator is built for a deceptively simple question that causes real confusion in practice: what exactly happens to the same number under different rounding rules? Instead of showing only the final output, the page also keeps the original value and the difference visible so you can see the effect of the rule itself.
That is useful in reporting, programming, finance display, teaching, and data cleanup. Many people think only in terms of standard rounding, but real workflows often need ceiling, floor, or truncation. The moment negative numbers enter the picture, those differences stop feeling theoretical and become very concrete.
Enter the original number here. Both positive and negative values are useful, but negative values are often the fastest way to expose the real difference between the modes.
The page supports round, ceil, floor, and trunc. It helps to think of ceil and floor in terms of movement on the number line rather than visual up and down on the page.
The current page supports round, ceil, floor, and trunc.
It is the number of decimal places to keep. The page scales by a power of ten, applies the chosen rule, and scales back.
Yes. The page recalculates immediately as the inputs change.
Trunc removes the fractional part, while floor moves toward the smaller value, so the difference is most visible with negatives.
Round numbers up, down, or to nearest decimal places