Topic 7—A: genetics- 6. The chi-squared test Flashcards

1
Q

What is the chi squared test?

A
  • its a statistical test that’s used to see if the results of an experiment support a theory
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2
Q

What is the expected result?

A

Theory is used to predict a result

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3
Q

What is the observed result?

A

Experiment is carried out and the actual result is recorded

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4
Q

To see if the results support the theory what do you have to make?

A

A hypothesis called a null hypothesis

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5
Q

What is a null hypothesis?

A
  • it’s always that there is no significant difference between the observed and expected results
  • Your experimental result will usually be a bit different from what you expect but you need to know if the difference is due to chance or because your theory is wrong
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6
Q

Why is the x squared test then carried out?

A
  • to compare the goodness of fit of the observed and expected results
  • the outcome either supports or rejects the null hypothesis
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7
Q

When can you use the x squared test

A
  • in genetics to test theories about the inheritance of characteristics
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8
Q

Formula of chi squared (x2)

A

X^2= sum of (O-E)^2\ E
O= observed result
E= expected result

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9
Q

How do you work put expected result?

A

Total number of offspring/ ratio total x predicted ratio

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10
Q

What results are used to work out x^2?

A

Observed result
- O-E is calculated for each phenotype (expected result is substrates from the observed result)
- resulting numbers are squared
- these figures are divided by the expected results
- the numbers are added together to get x^2

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11
Q

How do you determine whether there is a significant difference between the observed and expected results from an experiment?

A
  • You need to compare the x^2 value to a critical value
  • the critical value is the value of x^2 that corresponds to a 0.05 (5%) level of probability that the difference between the observed and expected results is due to chance
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12
Q

How is the degree of freedom worked out?

A

Number of phenotypes - 1

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13
Q

If your x^2 value is larger than (or equal to) the critical value what does this mean?

A

There is a significant difference between the observed and expected results i.e. something other than chance is causing the difference
- null hypothesis can be rejected

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14
Q

If your x^ value is smaller than the critical value what does this mean?

A
  • there is no significant difference between the observed and expected results
  • Null hypothesis can’t be rejected
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