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Biology research design and analysis
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Final Review
Biology research design and analysis
28 cards
exam 2
Biology research design and analysis
62 cards
Data
Biology research design and analysis
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L7
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L6
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L5
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L4
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L3
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L1
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Cards (360)
The
null
hypothesis
is the opposite of what we expect to happen.
Developing Scientific Questions:
Background knowledge
,
observation
,
hypothesis
,
prediction
,
test
(
experiment
), modify hypothesis
Not
consistent
,
consistent
,
theory
Data types:
Nominal
/
Categorical
: classes, categories, or attributes, textual in nature (e.g. flower color)
Ranked
/
Ordinal
: integers reflecting hierarchy in classification (e.g. birth order)
Measurement
:
Discrete
: numerical and fixed in nature, such as the number of petals on flowers
Continuous
: assume any number of values between two points (e.g. height, length, mass, etc.)
Observational Studies:
Compare
variables
measured from different
conditions
,
areas
, etc.
Tend to be the
first data collected
Helps generate hypotheses
Rarely address cause
/
effect
Also used to
monitor
or
evaluate
status
Foundation
of
knowledge
Comparative Studies:
Independent variable varies naturally
within a
system
of
interest
Allows
to
formally test hypotheses
Limitations:
Small sample size
Confounding variables
More typically used
in
ecological
or
physiological
studies
Perturbation/Response Studies:
Utilizes
natural conditions
following
large-scale disturbances
Natural disasters
,
human-caused disturbances
Almost best considered a
special type
of
descriptive study
Similar limitations
Manipulative Experiments:
Typically the most
familiar
type of study
Impose
treatment
or treatments, then
observe
response to the treatment(s)
Independent
(predictor) variable,
dependent
(response) variable
Limitations:
Are
reductionist
Small
numbers
& short-time scales
Ethical
constraints
Deductive Science/Modeling:
Specify values
(parameters) for variables or conditions
Use
logic
and
math
to predict outcome
Parameters often derived following
empirical
studies
Can compare
models
to
experimentally
collected data
Helpful to
validate
the model
Identify
gaps
in knowledge
Presenting Data:
Never report
raw
data
Present
summaries
of the data (
descriptive
statistics)
Tables
and
Figures
:
Table:
arrangement
of data into
rows
and
columns
Figure: any other type of
graphical representation
(e.g. graphs, photos, maps, etc.)
Sources of Variation:
Random Error
Variation
Treatment
Effects
Experimental
Artifacts
Minimizing Experimental Artifacts and Error
:
High degree
of
precision
&
accuracy
Effective controls
Absence
of
bias
Controls:
Do not receive the
treatments
By comparing the treatment to
control
,
variation
cancels out and
differences
are due to
treatment effect
Not all designs may have a "
control
" group
Sample
Size =
Level
of
Replication
:
A replicate is a
repeated unit
Replicates allow us to
control
&
quantify random variation
,
estimate population parameters
More replicates mean more
reliable estimates
Randomization
:
Assigning
individuals to
different treatment groups randomly
Eliminates systemic
sources of
bias
Ensures independence
of
data
Statistics:
Descriptive
statistics: summary statistics, organization and summarization of data displayed as tables and figures
Inferential
statistics: drawing conclusions beyond what is seen in the data alone
Writing by Biologists:
Research proposals
,
scientific papers
,
grant
&
paper reviews
Teaching
:
lectures
,
exams
Misc.
:
emails
,
memos
,
correspondence
Literature Cited:
Use
author
,
year format
for
in-text citations
Be
concise
in
citing references
Cite only
sources read
and
confident discussing
Avoid
citation overkill
Back to... Statistics:
Descriptive statistics
:
summary statistics
,
organization
and
summarization
of
data
displayed as
tables
and
figures
What we are trying to do:
Determine if a
predictor
variable(s) has an
effect
on the
response
variable
Solid experimental
design approaches are necessary
Methods
and
experiments
allow sampling populations for
analysis
Purpose is to make
conclusions
about a group of
measurements
of a variable being studied
Difference between a population and a sample in statistics:
Sample
: group of individuals randomly selected from a larger group, described by statistics
Population
: all organisms comprising the group of interest, described by parameters
Statistics give us a
common language
Statistics
allow us to test
hypotheses
We use
statistics
to determine if the
effects
we see are
real
or not
Statistics
provide information about data to help understand
findings
(
descriptive
statistics)
Statistics
help draw
conclusions
beyond what is seen in the data alone (
inferential
statistics)
Statistics help determine what a
sample
tells us about the
population
Statistics
help determine if a
treatment
made a
difference
Writing by Biologists includes:
Research proposals
for
research funds
Scientific papers
Grant
&
paper reviews
Teaching
through
lectures
,
handouts
, and
exams
Miscellaneous writing
like
emails
,
memos
,
correspondence
, and
outreach
Good writing skills
are
crucial
for
scientists
Writing basics:
Understand
your topic
Have a
writing plan
Write
to
illuminate
, not to
impress
Write
for your
audience
Make a
statement
and then
back
it up
Distinguish
between
fact
and
possibility
Don't plagiarize
Revise
your work
Revising Writing Basics
:
Stick to the point
Say exactly what you mean
Never make the reader back up
Don't make readers work too hard
Be concise
Proofread
Polishing Writing Basics:
Always
underline
or
italicize
species names
Remember "
data
" is
plural
Appearances
matter
Keep a
copy
of your
final
product
Never let
style
&
technology
become more important than the
content
Literature Cited:
Use
author
,
year format
for
in-text citations
Be
concise
in
citing references
Cite only
sources
you have
read
and can
discuss confidently
Descriptive statistics involve:
Summary statistics
Organizing
and
summarizing data
Displaying data
as
tables
and
figures
Statistics help determine if
predictor variables
affect
response variables
Difference between population and sample in statistics:
Sample
:
randomly
selected group of
individuals
from a
larger
group, described by
statistics
Population
: all
organisms
in the group of
interest
, described by
parameters
Statistics
help determine if two samples come from different
populations
or the
same
population
Descriptive Statistics:
Frequency distributions
show the occurrence frequency of variable values
Histograms
display data distribution
Characterizing populations involves:
Central Tendency
(
Mean
,
Median
,
Mode
)
Dispersion
(
Variance
,
Standard Deviation
)
Symbols in statistics:
Mean of a population
= μ,
Mean
of a
sample
= x̄
Standard deviation
of a population
= σ,
Standard deviation of
a
sample
= s
Variance
of a population = σ^2, Variance of a sample = s^2
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