representing variation graphically Flashcards

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1
Q

What is discontinuous variation?

A

a characteristic that can only result in certain values is said to show discontinuous variation (or discrete variation) e.g. sex - only two possible values, male or female

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2
Q

How is discontinuous variation usually shown graphically?

A

in a bar chart or pie chart

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3
Q

What is continuous variation?

A

a characteristic that can take any value within a range e.g. height

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4
Q

What is a continuum?

A

there is a graduation in values from one extreme to the other of a characteristic (a gradient)

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5
Q

What is the difference between how discontinuous and continuous variation is controlled?

A

discontinuous is controlled by a single gene continuous - number of genes (polygenes), also often influenced by environmental factors

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6
Q

How is continuous variation shown graphically?

A

frequency table -> histogram , curve is drawn

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7
Q

What is a normal distribution curve?

A

when continuous variation data are plotted onto a graph they usually result in the production of a bell-shaped curve the data is said to be normally distributed

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8
Q

What are the characteristics of normal distribution?

A

mean, mode and median are the same symmetrical about the mean 50% greater than mean most values lie close to the mean, individuals at the extreme are low

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9
Q

What is standard deviation?

A

a measure of how spread out the data is

the greater the SD the greater the spread of data

in terms of variation, a high SD means a large amount of standard deviation

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10
Q

What is the meaning of the letters for standard deviation?

A

x = each value

x(bar) = mean value

N = number of values

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11
Q

What is the student’s T-test?

A

used to compare the mean values of two sets of data

data collected must be normally distributed and enough data to collect a reliable mean

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12
Q

What is the meaning of the letters for the students T-test?

A

s = standard variation

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13
Q

What is correlation?

A

relationship between data

positive correlation - as one set of data increases in value the other also increases

negative - as one increases, the other decreases

no correlation - no relationship between data sets

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14
Q

What is the meaning of the letters for the Spearmans rank correlation coefficeint and what is it used for?

A

finding the correlation coefficient

d is the differences between the two ranks (squared)

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15
Q

What do the vlaues of the spearments rank correlation coefficient show

A
  • closer to +1 or -1 the stronger the correlation
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