Statistics Flashcards

1
Q

Why are statistics used in biology?

A
  • Scientists typically collect data on a sample of a population to infer what is happening to the general population
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2
Q

What is the first step in analysis?

A
  • graph the data and examine the distribution

- yeah typical data will show normal distribution (bell shaped curve?)

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3
Q

What does descriptive statistics allow?

A
  • they allow for researchers to describe and quantify differences between data sets
  • The distribution can be described by the mean, median, or mode, known as central tendencies
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4
Q

What is a mean?

A
  • The average of the data set
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5
Q

What is a median? What happens if there are an even number of points?

A
  • The middle number any range of data points

- if even number of points, average the two middle ones

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6
Q

Why is the median useful in data sets that have measurements with extreme values or abnormal distribution?

A
  • The median is not distorted by large or small measurements
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7
Q

What is variability? (2)

A
  • The measure of how far a data set diverges from the central tendency
  • such as how spread out the data points are
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8
Q

How is variability measured?

A
  • measured by range and standard deviation
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9
Q

What is the range? (2)

A
  • The difference between the largest and smallest values

- A larger range indicate a greater spread of data

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10
Q

What is the relationship between range and variability?

A

Larger range = greater variability
Smaller range = less variability
Often used in conjunction with standard deviation

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11
Q

What is standard deviation?

A
  • A measure of how spread out the data is from the mean
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12
Q

What does low standard deviation mean? (2)

A
  • means the data is closer to the mean

- the IV is likely causing changes

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13
Q

What does high standard deviation mean? What does it mean in terms of the independent variable?

A
  • The data is further from the mean (more spread out)

- factors other than the IV are likely causing changes

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14
Q

What does the numbers of standard deviation represent?

A

1 Standard deviation from the mean in either direction on the horizontal axis represents 68% of the data
2 is 95%
3 is 99%

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15
Q

What is the standard error of the mean?

A
  • used to determine the precision and confidence in the mean value
    Such as how well does the mean of the sample represent the true mean of the population
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16
Q

What is standard error of the mean based on?

A

Standard deviation (variability) and number of data points

17
Q

What are standard error bars?

A

They’re just added to the graphs and represent the standard error of the mean

18
Q

What does overlap of error bars mean?

A
  • overlap means that the difference is not significant

- if they do not overlap, the difference may be significant

19
Q

What is mode? When is it useful?

A
  • The value that appears most often in a data set

- Only useful when describing distribution of data for the mean and median would not be appropriate

20
Q

What happens if your standard deviation has a large spread? How about small? This is in terms of standard error of mean

A

A large spread means a large standard error of mean

A small spread has a low standard error of mean