Edexcel A-Level Biology B 9BI0
Biological Molecules
Cells, Viruses and Reproduction of Living Things
Classification and Biodiversity
Exchange and Transport
Energy for Biological Processes
Microbiology and Pathogens
Modern Genetics
Origins of Genetic Variation
Control Systems
Ecosystems
Origins of Genetic Variation
The chi-squared test in genetics
- 3 things to know
- Papers 2 and 3
Overview
Recall questions on the null hypothesis, calculating the statistic, degrees of freedom, and interpreting the result against the critical value.
What you need to know
Answer each one before you reveal it.
In the chi-squared formula, what does E represent?
How are degrees of freedom calculated for a chi-squared test?
Questions from this subtopic
Each one with the model answer underneath.
- 1
What is the purpose of the chi-squared test in genetics?
Model answer
To determine whether the difference between observed and expected results is statistically significant or due to chance.
- 2
State the formula for calculating the chi-squared statistic.
Model answer
χ² = Σ(O − E)² / E, where O is observed value and E is expected value.
- 3
In the chi-squared formula, what does O represent?
Model answer
The observed value for each category.
- 4
In the chi-squared formula, what does E represent?
Model answer
The expected value for each category.
- 5
In a chi-squared calculation, what operation is performed on the difference between observed and expected values?
Model answer
The difference (O − E) is squared.
- 6
After squaring the differences in a chi-squared test, what is done with each (O − E)² value?
Model answer
Each is divided by the expected value (E) for that category.
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