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A set of vocabulary flashcards based on lecture notes regarding physical measurements, SI units, scientific notation, and error analysis.
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Physical Quantities
Any physical property of a material or system that can be quantified and measured using numbers, consisting of a numerical value and a unit of measurement.
Unit of Measurement
A specific magnitude of a physical quantity that has been adopted by convention.
SI Units
An acronym for the French Le Systeme International d’ Unites or International System of Units, also known as the metric system.
English Units
Units also known as the Imperial System, which is primarily used by the United States.
Fundamental Units
Also called base units, these are seven building blocks that serve as the foundation for all other units and cannot be defined in terms of each other.
Derived Units
Units made by mathematically combining fundamental units, often expressed as products or ratios such as m/s.
Unit Prefix
Symbols placed before the symbol of a unit to specify the order of magnitude of a quantity, making it easier to express very large or very small quantities.
Scientific Notation
A mathematical expression in the form a×10n, where a is a number greater than or equal to 1 and less than 10, and n is an integer.
Unit Conversion
The process of changing a measurement from one unit to another without changing its value, using conversion factors.
Conversion Factors
Values that relate one unit to another, such as 1km=1000m or 1in=2.54cm.
Accuracy
A definition of how close a measured value is to a true or accepted value.
Precision
A term referring to how near multiple measurements are to one another.
Random Error
Errors occurring due to variations in the environment or measurement techniques, such as inconsistent reaction time when using a stopwatch.
Systematic Error
Errors caused by faulty instruments or the incorrect handling of instruments, such as a weighing scale that always reads 0.3g higher than the actual mass.
Uncertainty
A quantitative estimate of the possible range of values within which the true value of a measurement lies, due to limitations of instruments, methods, or observer skill.
Percent Uncertainty
A method of expressing reliability defined by the formula: Percent Uncertainty=Measured ValueAbsolute Uncertainty×100%.
Percent Error
A calculation used to determine accuracy when the correct value is known: Percent Error=True Value∣Measured Value−True Value∣×100%.
Significant Figures
The number of digits in a measurement that contribute to its accuracy and precision.