The simplest way to convert within the metric system is with decimal
moves. There are several subunits of deci, hepta, centi, etc that
represent each next size unit of measure within the metric
system. However, the only sub-units used in Pharmacology will
represent
three steps to the left or right for each sub-unit. MEMORIZE THE FOLLOWING CHART and simply move the decimal to the right or left depending on the direction you are converting.
| kilo | gram
liter
meter
unit
| milli | micro |
EXAMPLES: Using the above chart, to convert from kilograms to grams it is a
three-step decimal move to the right. Likewise to convert from
grams to kilograms would be a three-step decimal move to the
left. To convert from grams to milligrams, it would be a
three-step move of decimal to the right. To convert from
milligrams to micrograms would be a three-step decimal move to the
right. To convert from micrograms to grams it would be a six-step
decimal move to the left---three steps to get to milli and three more
steps to get to grams.
This principle applies with other units of measurement within the
metric system. For example, to convert from milliliters (mL) to
liters, it would be a three step move to the left. To convert
from units to milliunits, it would be a three step decimal move to the
right.
Example problem #1: 50 g = _______ mg
Since milligram is on the right side of gram in the chart, that would
be a three step decimal move to the right to go from grams to
milligrams.
50 g = 50000 mg
Example problem # 2: 675 mL = ______ L
Milliliters is on the right side of gram but you need to go back to the
left to get to liter; therefore, this would be a three step decimal
move to the left.
675 mL = O.675 L
Leave the answer as calculated here and do not round. Don't forget the "0" in front of the decimal.
Example problem #3: 5600 mg = _______ kg
Milligrams is on the right side of kilogram; therefore, moving from
milligram to kilogram is a move to the left. It would be a
three-step decimal move to go from milligram to gram and then an
additional three-step decimal move to get to kilogram for a total of 6
decimal moves.
5600 mg = 0.005600 kg with decimal move. Then drop the trailing zeros to give a final answer of 0.0056 kg.