That depends on what type of unit you are talking about (such as length, mass, time, etc.); but generally, a base unit is used (for instance, the meter for length), then prefixes (such as kilo, mega, Giga, Tera..., milli, micro, nano, pico...) are attached to create larger and smaller derived units.
The SI units that can be used to describe the mass of smaller objects are grams (g) and milligrams (mg). These units are commonly used for measuring the mass of objects that are relatively light or small.
SI distance units are the meter (m) for length, the kilometer (km) for longer distances, and the centimeter (cm) and millimeter (mm) for smaller distances. These units are widely used in scientific and everyday measurements.
When molecules are broken down into smaller units, they are called atoms. Atoms are the basic building blocks of all matter and cannot be further divided into smaller particles without losing their chemical properties.
Yes, there are units for measuring smaller lengths than a millimeter. For example, a micrometer is one millionth of a meter, and a nanometer is one billionth of a meter. These units are commonly used in fields such as nanotechnology and microbiology to measure very small distances.
1 oz = 28.34 grams 1 gram = 0.03 oz
The number of units will decrease and if it is going from largest to smallest the number of units will increase.
If the units are the same, that will be the one with the smaller number of units.
It has no largest point. They are units of measure. There can be an infinite number of units.
In the metric system basic units are multiplied or divided by 10 to get larger and smaller units
In the metric system basic units are multiplied or divided by 10 to get larger and smaller units
In the metric system basic units are multiplied or divided by 10 to get larger and smaller units
Sixty over seventy two in smaller units can be expressed as 5 over 6.
more smaller units than the bigger units
California has the largest number of urban units in the United States.
You can't compare units of mass with units of length.
Because the number of larger units will be less than the number of smaller units, and when you divide the answer is usually smaller than the number you started with.
It makes sense to multiply when converting measurements to smaller units because it takes many smaller units to make up a larger unit. So in order to translate larger unit(s) into smaller units, you have to break up the larger unit(s) into many smaller pieces.