Investigating Diversity Flashcards

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1
Q

What is variation in diversity?

A

The difference that exist between individuals within a species and between different species

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2
Q

What are 4 ways scientist can measure genetic diversity within a species or between didfernt species?

A

1) comparing the frequency of observable characteristics
2) comparing base sequences if DNA
3) comparing base sequences of RNA
4) comparing amino acid sequences

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3
Q

What is phenotypic variation within a species due to?

A

Genetic factors (differnt combination of alleles)

Environmental factors (competition for light and mineral ions in plants and diet in animals)

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4
Q

What do quantitative investigations of variation within a species involve?

A

1) collecting data from a random sample - it is representative of the whole population. To make sure it is representative your sample must be random to avoid bias and large in number
2) deciding how big a sample to collect - can use a running mean. You would continue sampling until a stable running mean is reached
3) random sampling of an area is done by dividing the area into a grid and randomly generating coordinates which specify where the sampling should take place

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5
Q

What is a running mean?

A

When you calculate the mean after very sample that you collect. You should notice that the mean varies a lot at the start of sampling but the variations reduce as you increase the number of repeats. Once the mean becomes roughly constant/stable this tells you that you have done enough repeats

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6
Q

What is standard deviation?

A

The spread of the values about the mean

Often written as:

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7
Q

How do you interpret standard deviations?

A

A smaller standard deviation tells us that the values are more closely clustered together and that the results have a small variation around the mean

A larger standard deviation tells us that the variation in the values is too high, the results have a larger variation around the mean

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8
Q

How do you interpret standard deviations?

A

A smaller standard deviation tells us that the values are more closely clustered together and that the results have a small variation around the mean

A larger standard deviation tells us that the variation in the values is too high, the results have a larger variation around the mean

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9
Q

How is standard deviation calculated?

A
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10
Q

How to report standard deviation?

A

Include:
Sample size
Mena
Standard deviation

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11
Q

Worked example for standard deviation:

A
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