The metric formula

Dimensional weight in kilograms(length cm × width cm × height cm) ÷ metric divisor

Divisors such as 5,000 or 6,000 are widely encountered as planning references, but they are not universal promises. Service, route and contract determine the correct value. Use the divisor shown by the carrier or logistics provider for the shipment you are modeling.

Worked example

A package measures 60 × 40 × 30 centimeters and weighs 9 kilograms. Its volume is 72,000 cubic centimeters. At a divisor of 5,000, its dimensional weight is 14.4 kilograms. At a divisor of 6,000, it is 12 kilograms. In both examples, dimensional weight is greater than actual weight before any applicable rounding, so dimensional weight controls the comparison.

ProfileCalculationUnrounded result
5,000 divisor72,000 ÷ 5,00014.4 kg
6,000 divisor72,000 ÷ 6,00012 kg
ActualScale9 kg

Avoid mixed units

Do not enter inches into a centimeter formula or pounds into a kilogram result. A number labeled only “divisor” is incomplete without its unit convention. If the source shows an imperial divisor, either use an imperial calculation or convert the entire input set and use the corresponding metric method supplied by that source.

Converting a package record

One inch equals 2.54 centimeters, and one pound is approximately 0.453592 kilograms. Convert each dimension individually and the weight separately. Keep reasonable precision during calculation, then apply the service’s stated rounding rule at the appropriate step. Repeatedly rounding intermediate numbers can create avoidable differences.

International shipments need more checks

International pricing can involve service-specific size limits, route restrictions, customs documentation, currency, remote-area treatment and local taxes or duties. Dimensional weight answers only the space-versus-weight comparison. It does not estimate customs charges or guarantee acceptance.

Practical checklist

Switch the calculator to metric

Select “Centimeters and kilograms,” then enter your current divisor.

Calculate metric dimensional weight