Analysis of the Earth and Environment Lecture 8: Units Flashcards
Define Physical quantities
Physical Quantities: Those quantities which can be measured and, are necessary to describe any physical phenomenon.
Define and list the fundamental physical quantities
Fundamental physical quantities - Quantities which are
independent and do not depend on other quantities. Length (L),
Mass (M) and Time (T)
Define Derived quantities
Derived quantities - Quantities which can be expressed in
terms of fundamental quantities. Force, Work, Area, volume
etc.
Quantities that are measured through an equation/ maths.
What is the Systeme internationale
The SI, or metric system of units is the internationally
accepted system of units for measurement in the field of
sciences, including Environmental science, Geology and
Geography.
The SI units consists of base units and derived units
List the base quantities and their symbols
Base Quantity SI Unit Symbol
Length Meter m
Mass Kilogram kg
Time Second s
Electric current Ampere A
Temperature Kelvin K
Luminous-
Intensity Candela cd
Amount of
substance mol mol
Define Astronomical unit
astronomical unit(average
distance of sun from earth)
AU
1.496 X 1011 m
What is scientific notation and the order of magnitude
All scientific quantities should be written as scientific notation, which employs powers of 10.
e.g.
Additionally in scientific notation the “3.56” number must be between 1 and 10.
3,560,000,000 = 3.56 x 10⁹ m
The order of magnitude is the number denoting the amount of the power of 10. For example in 3.56 x 10⁹, the order of magnitude is ⁹.
What is 2.3×10⁴ in normal form
23000
Add 0s after first number, however include following numbers as 0s if present.
Define Accuracy
Accuracy – how close a measurement comes to
the “true value”.
Like if someone throws a dart, the “ true value “ is the bullseye.
Define precision
Precision – how close a series of
measurements are together.
Consistency in measurements
What is percentage error and how do you calculate it
Percent error is used to estimate the accuracy of a measurement.
Percent error =
True value then X100
= Percent error
Define Significant figures
Zeros between non-zero digits are significant.
That is, 508 cm has 3
significant figures.
Leading zeroes merely locate the decimal point and are never
significant.
That is, 0.0497 cm equals
4.97 x 10⁻²cm and has 3
significant figures.
Trailing zeros are significant as follows: 50.0 mL has 3 significant
figures, 50. mL has 2 significant figures, and 50 mL has 1 significant figure.