Quiz
Experimental Design
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Questions in this quiz (17)
1Hypothetico-deductive reasoning:
1. observation
2. [blank_start]general[blank_end] hypothesis
3. [blank_start]specific[blank_end] hypothesis
4. test- Ageneral
- Bspecific
2Statistical hypothesis tests test the [blank_start]null[blank_end] hypothesis, they do not prove they just support
- the [blank_start]null[blank_end] hypothesis = predicts no effect/difference
- [blank_start]alternative[blank_end] hypothesis = opposite to null, there is an effect
Hypotheses must be formed by logical and rational reasoning and be: specific, predictive and [blank_start]test[blank_end]able
- never proven or true statistical test provide evidence to support accepting or rejecting the hypothesis- Anull
- Bnull
- Calternative
- Dtest
3Exploratory analysis:
- do a [blank_start]pilot[blank_end] study to collect some preliminary data
- use [blank_start]descriptive[blank_end] statistics to explore data (measures of average and variability)
- spot mistaakes and outlying data point
- look for [blank_start]patterns[blank_end] in the data, differences and relationships
- then use this preliminary data to inform, revise and improve
> hypotheses
> [blank_start]study[blank_end] design
> data collection
> data [blank_start]analysis[blank_end]- Apilot
- Bdescriptive
- Cpatterns
- Dstudy
- Eanalysis
4Examples of Descriptive Statistics:
location, central tendency, average: mean, [blank_start]median[blank_end], mode
spread/variability: standard [blank_start]deviation[blank_end], variance, coefficient of variation
error/precision = [blank_start]standard[blank_end] error, [blank_start]confidence[blank_end] interval- Amedian
- Bdeviation
- Cstandard
- Dconfidence
5Explanatory variable = the same as [blank_start]independent[blank_end] variable, "the thing having the effect" > always on the [blank_start]x[blank_end] axis
[blank_start]response[blank_end] variable = the same as the dependent variable, "the thing you measure"- Aindependent
- Bx
- Cresponse
6Data types
1. [blank_start]nominal[blank_end] = single count of something in a category, categorical data)
2. [blank_start]ordinal[blank_end] = numbers only indicate rank order
3. [blank_start]interval[blank_end] data = numbers on a regular interval scale, can be continuous measurement or discrete counts
- [blank_start]discrete[blank_end] = clutch size, number of parasites
- continuous = height, weight- Anominal
- Bordinal
- Cinterval
- Ddiscrete
7Samples and Populations
- cannot measure every individual in a population, so we take measurements from a sample
- use the sample to make predictions about the [blank_start]population[blank_end]
[blank_start]biological[blank_end] population = collection of individuals of the [blank_start]same[blank_end] species at a particular location at the same time
[blank_start]statistical[blank_end] population = individuals within a specified time or space about which inferences are to be made, they are potential [blank_start]sampling[blank_end] units
[blank_start]variable[blank_end] = characteristic of a population which can differ from individual to individual
observation = measurement provided by each sampling [blank_start]unit[blank_end] in a sample- Apopulation
- Bbiological
- Csame
- Dstatistical
- Esampling
- Fvariable
- Gunit
8experimental study designs are better than observational studies for you are better able to establish cause and effect
- ATrue
- BFalse
9Sampling Techniques
- [blank_start]field[blank_end] sampling > measurements, count data, transects, quadrats, mark/recapture, nearest neighbour, diversity
[blank_start]laboratory[blank_end] sampling > specific equipment, control variables e.g. light, temp
[blank_start]desk[blank_end]-based sampling > questionnaires, interviews, comparative studies, simulation- Afield
- Blaboratory
- Cdesk
10Sampling methods
- simple [blank_start]random[blank_end] sampling > affected by variability in small samples; each unit within the population must have an [blank_start]equal[blank_end] chance of being chosen
- [blank_start]systematic[blank_end] sampling > uses information about the population to select a more 'representative sample', starts at a random point and select every nth sampling unit from an ordered list, affected by clumped/grouped sampling units
cluster sampling = affected by clumped/grouped samples
stratified [blank_start]sampling[blank_end] = allows sampling of homogenous subgroups- Arandom
- Bequal
- Csystematic
- Dsampling
11many analysis methods assume observations are independent. the value of any one observation is not linked to that of another, observations do not effect each other
- ATrue
- BFalse
12[blank_start]replication[blank_end]
- shows how variable results are
- allows for comparison
- statistical analysis, try to have the [blank_start]same[blank_end] number of replicates in each sample
- approx. equal [blank_start]sample[blank_end] sizes is an assumption of some statistical tests- Areplication
- Bsame
- Csample
13replication = [blank_start]increasing[blank_end] the number of replicates reduces the effect of background variation
- standard [blank_start]error[blank_end] (a measure of how well the standard mean represents the [blank_start]population[blank_end] mean) decreases with increasing sample size
- the more replicates = the better the estimate of the population mean- Aincreasing
- Berror
- Cpopulation
14[blank_start]standard[blank_end] error = a measure of how well the [blank_start]sample[blank_end] mean represents the population mean
- Astandard
- Bsample
15type 1 error = when a truly [blank_start]non[blank_end]-significant result is deemed significant by a test
type [blank_start]2[blank_end] error = when a truly significant result is deemed non-significant by a test- Anon
- B2
16[blank_start]Pseudoreplication[blank_end] = is either where the treatments are [blank_start]not[blank_end] replicated (though samples may be) or the replicates are not statistically [blank_start]independent[blank_end] (in other words there is some bias meaning that the sample units are not independent, e.g. in time or space).
- APseudoreplication
- Bnot
- Cindependent
17Standard deviation is a measure of the variation of data around the [blank_start]mean[blank_end] of a sample. [blank_start]Standard[blank_end] error is a measure of how well a sample is likely to represent a [blank_start]population[blank_end].
- Amean
- Bpopulation
- CStandard
Information
- Description
- first lecture of module
- Author
- sophie waddington
- Language
- English
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- 8
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