kilogram for mass, meter for length
SI units commonly uses derived units for Volume such as meters cubed or liters.
1 cm^3 = 1 mL
The liter is classed as a non-SI unit accepted for use with the SI. Being one thousandth of a cubic metre, the litre is not a coherent unit of measure with respect to SI.Mass: kilogramVolume: Cubic metre
Length: Metre.
The units for volume are the units for length cubed. For example, the base unit is the meter, and the cubic meter is the basic unit of volume.
basic unit of length mass and volume in the metric system are as follows . basic unit of length in the metric system is meter . basic unit of mass in the metric system is kg . basic unit of volume in the metric system is L.
length: meters mass: kilograms volume: liters
Well, that depends on the system of units used. In the international system (SI):The unit of length is the meter.The unit of mass is the kilogram.The unit of volume is the cubic meter.
The base unit for length is the metre.
The units for volume are the units for length cubed. For example, the base unit is the meter, and the cubic meter is the basic unit of volume.
base*height*length
Volume in cubic units = base area times length
The volume of a rectangular prism is base*height*length in cubic units
basic unit of length mass and volume in the metric system are as follows . basic unit of length in the metric system is meter . basic unit of mass in the metric system is kg . basic unit of volume in the metric system is L.
Mass: kilogram Length: meter Volume: cubic meter (this is not a base unit, since it is derived from the meter)
Unit of length is m and that of mass is kg Now volume is length x length x lenght. SO volume would have the unit mxmxm = m3 Density = mass / volume So unit for density = kg /m3
Metre, kilogram and litre or cubic metre.
using volume length times base times height
Base units need not have ANY volume. A second is the base unit for measuring time and it has no volume!
If the area of the base of the tetrahedron is A square units and the vertical height is h units, then the volume is V = 1/3*A*h cubic units. If the tetrahedron is regular, with sides of length of length s units, then V = sqrt(2)/12*s3 cubic units.
length: meters mass: kilograms volume: liters