KnowraRoundingLinked fromLinked fromThe 11 pages that link to Rounding, each with the reason it gives.All 11Related 10Compared with 1Conversion of unitsRelated: Rounded conversion results can differ slightly from the unrounded equivalent.Significant figuresRelated: Rounding limits a calculated result to the precision justified by its inputs.Place valueRelated: Rounding uses the target place and the digit immediately to its right.Empirical formulaRelated: Small measurement deviations can obscure ratios that should be simple integers.Decimal expansionRelated: Finite decimal approximations often round an infinite expansion to a chosen number of places.Fixed-point arithmeticRelated: Arithmetic often rounds results back to the fixed format's available fractional bits.Linear programming relaxationRelated: A fractional relaxation solution may need rounding before it becomes an admissible integer solution.Floating-point unitRelated: Finite precision makes rounding part of nearly every arithmetic operation.Floor and ceiling functionsRelated: Floor and ceiling are directed rounding rules, unlike rounding to nearest.Approximate measureRelated: Rounding turns detailed readings into simpler approximate measures.