BIO3011 Lecture Notes - Lecture 1: Bar Chart, Scatter Plot, Normal Distribution

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1. Variables and data
Variable: characteristic measured on individuals drawn from a population under study
Types of variables:
o Response = dependent (variable we are interested in examining responds to
manipulation) I.e. usually numerical
o Explanatory = independent (variable we are manipulating or measuring in order to
observe its effect on the response variable)
Data: measurements of one or more variables made on a collection of individuals
Population = total number of individuals that are used to summarise/describe a group of
measurements eg. mean, median, sd, se
o Parameters = summary describing the population eg. true mean
o Population parameters are constant
Sample = much smaller set of individuals from the population (is representative of the
population)
o Statistics/estimate = approximation (estimate) of the truth is subject to error
-estimates value of the true body size
-uses statistics to determine how good our estimates are
o The larger the sample size = the more certainty
o Estimates are random variables
o Properties of a good sample:
1. Independent selection of individuals eg. number each individual then choose
random numbers
2. Random selection of individuals
3. Sufficiently large
Random sampling = each member of a population has an equal and independent chance of
being selected
Bias = systematic discrepancy between estimates and the true population characteristic
o Volunteer bias = volunteers for a study are likely to be different, on average, from the
population
eg. volunteers for medical studies may be sicker than the general population
Sampling error = difference between the estimate and the average value of the estimate
i.e. the difference between an estimate and the population parameter are being estimated by
chance
Larger samples on average will have smaller sampling error
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Document Summary

Variables and data, variable: characteristic measured on individuals drawn from a population under study. Uses statistics to determine how good our estimates are: the larger the sample size = the more certainty, estimates are random variables, properties of a good sample: Larger samples on average will have smaller sampling error: two most common descriptions of data, location (central tendency) Tell us about the average or typical individual. Median = middle measurement in set of ordered data. Mode = most frequent measurement: spread (variation) Tells us how variable the measurements are from individual to individual (how different the individuals are) Gives us perspective: how large are the differences between groups compared to variation with groups. Range = max min (biased small samples tend to give lower estimates of the range than large samples) Standard deviation = positive root of the variance. Samples are not independent: type i error = rejecting a true null hypothesis.

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