Week 6 + Lab 2: Data Classification Flashcards
(42 cards)
What is the term for this definition:
= the extent to which attributes (eg. land cover) correspond to their real world counterparts
a) accuracy
b) precision
a) accuracy
What is this an example of:
=29% vs 30%
=July 1987 vs August 2018
a) accuracy
b) precision
a) accuracy
What is the term for:
=the detail with which attributes are represented
= 29% vs 29.423408%
=July 1987 vs July 27th 1987 @ 10:33
a) accuracy
b) precision
b) precision
What is the term for this definition?
=inherent nature of feature
a) quantitative
b) qualitative
b) qualititative
True or false:
The Golf Course is an example of a Qualitative measurement?
True
What is the term for this definition:
=measured value
a) quantitative
b) qualitative
b) quanititative
True or False
The meters above sea level is an example of a Qualitative Measurement
False, it is Quantitative
What is the term for this description:
=descriptive, categorical
a) Nominal
b) ordinal
c) interval
d) ratio
a) Nominal
What is the term for this description:
=ranking: objects/events arranged as “greater than” or “less than”
a) Nominal
b) ordinal
c) interval
d) ratio
b) ordinal
What is the term for this description:
=order of + distance between observations
- no absolute zero as starting point
a) Nominal
b) ordinal
c) interval
d) ratio
c) interval
What is the term for this description:
=similar to “interval” but has a known absolute starting point
a) Nominal
b) ordinal
c) interval
d) ratio
d) ratio
What level of measurment only includes Mode for Math?
a) Nominal
b) ordinal
c) interval
d) ratio
a) nominal
what level of measurement only includes Median and Mode for Math?
a) Nominal
b) ordinal
c) interval
d) ratio
b) ordinal
What level of measurement includes these mathematical properties:
+, -, median, mode, mean
a) Nominal
b) ordinal
c) interval
d) ratio
c) interval
What level of measurement includes complete arithmetic possible (including x + /)
a) Nominal
b) ordinal
c) interval
d) ratio
d) ratio
What is this an example of:
=land cover
- wheat, soybean, water
a) Nominal
b) ordinal
c) interval
d) ratio
a) nominal
What is this an example of:
=Low, Med, High
- income
-wildfire risk
a) Nominal
b) ordinal
c) interval
d) ratio
c) ordinal
What is this an example of:
- deg C/F
- Time (CE)
a) Nominal
b) ordinal
c) interval
d) ratio
c) interval
What is this an example of:
- k temp scale
(600K is 2x as warm as 300K)
- number of people
a) Nominal
b) ordinal
c) interval
d) ratio
d) ratio
What classification technique “splits data into classes of equal ranges”
a) equal interval
b) equal frequency (quantiles)
c) St. dev
d) natural breaks
a) equal intervals
What classification technique “divides data into classes w/ equal numbers of observations in each class”?
a) equal interval
b) equal frequency (quantiles)
c) St. dev
d) natural breaks
b) equal frequency (quantiles)
What classification technique "establishes class boundaries according to St. Dev from the mean" - rule of thumb: 3 St. Dev above/below mean
a) equal interval
b) equal frequency (quantiles)
c) St. dev
d) natural breaks
c) St. Dev
What Classification technique " ranks order data, places class breakpoints at breaks in data continuum" - clusters similar values
a) equal interval
b) equal frequency (quantiles)
c) St. dev
d) natural breaks
d) natural breaks
What classification technique is best used for continuous datasets?
- eg. temp, precipitation
a) equal interval
b) equal frequency (quantiles)
c) St. dev
d) natural breaks
a) equal interval