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Significant Figures
The collection of all digits in a measured number that carry meaning about its precision, including both certain and the single uncertain digit.
Leading Zeros
Zeros before the first nonzero digit; they are never significant (e.g., 0.0032 has two significant figures).
Captive (Trapped) Zeros
Zeros located between nonzero digits; they are always significant (e.g., 101 has three significant figures).
Trailing Zeros (with Decimal)
Zeros at the end of a number when a decimal point is present; these are significant (e.g., 12.340 has five significant figures).
Trailing Zeros (without Decimal)
Zeros at the end of a number when no decimal point is present; these are generally not considered significant as they may just be placeholders (e.g., 300 has one significant figure).
Counting Numbers
Exact counts, not measurements; they have infinite certainty and infinite significant figures, thus not limiting precision in calculations.
Scientific Notation
A method to express numbers to clearly show only significant digits and avoid ambiguity about precision, typically in the form a imes 10^{k} where 1
j ext{a} ext{<} 10.
SI Unit for Time
Seconds (s).
SI Unit for Temperature
Kelvin (K).
SI Unit for Length
Meter (m).
SI Unit for Mass
Kilogram (kg).
SI Unit for Amount of Substance
Mole (mol), with symbol for amount of substance as n.
Significant Figures Rule: Addition/Subtraction
The result of addition or subtraction must have the same number of decimal places as the measurement with the fewest decimal places.
Significant Figures Rule: Multiplication/Division
The result of multiplication or division must have the same number of significant figures as the measurement with the fewest significant figures.
Meniscus
The curve in the upper surface of a liquid in a container; measurements from a graduated cylinder are read from the bottom of the meniscus.
Kelvin Conversion
To convert temperature from Celsius to Kelvin, use the formula T(\text{K}) = T(\degree \text{C}) + 273.15.