4/11-Chi-Square Analysis in Dihybrid Crosses

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24 Terms

1
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What is the expected phenotypic ratio for a dihybrid cross?

9:3:3:1.

2
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Who developed the chi-square test and in what year?

Carl Pearson in 1900.

3
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What is the purpose of the chi-square test?

To determine if the deviation from expected outcomes is statistically significant.

4
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What are the main steps involved in performing a chi-square test?

1. State a hypothesis. 2. Determine expected outcomes. 3. Compare observed data with expected data.

5
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In a chi-square test, what does a significant deviation indicate?

It may indicate a real effect rather than just chance.

6
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What is an example scenario where a chi-square test could be applied?

Flipping a coin 100 times to check for a 50-50 distribution of heads and tails.

7
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How do you calculate the expected number for each class in a chi-square test?

Expected Number = (Total Number) * (Ratio).

8
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What is the null hypothesis in the context of chi-square analysis?

A statement of no effect or no difference.

9
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What is the formula for calculating the chi-square statistic?

X² = Σ[(Observed - Expected)² / Expected].

10
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What do the terms 'Observed' and 'Expected' refer to in the chi-square formula?

'Observed' is the actual frequency for a class, and 'Expected' is the frequency predicted by the hypothesis.

11
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What do degrees of freedom (df) represent in chi-square analysis?

The number of independent variables in the data.

12
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How do you calculate degrees of freedom for phenotypic classes?

df = (Number of Variables) - 1.

13
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What is the significance of the chi-square distribution table?

It is used to determine the probability (p-value) of the chi-square value at a specific degree of freedom.

14
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What does the p-value indicate in hypothesis testing?

It indicates whether to accept or reject the null hypothesis.

15
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What is the cutoff value often used as the significance level in chi-square tests?

0.05.

16
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What happens if the chi-square value falls within the acceptance region?

You accept the null hypothesis.

17
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What is an example of rejecting the null hypothesis in chi-square analysis?

A chi-square value of 133 indicates rejection of the null hypothesis.

18
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Why is forming a good null hypothesis important?

It ensures accurate conclusions about the relationship between variables.

19
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What factors can impact null hypothesis testing in chi-square analysis?

Linkage of loci and unequal viability of progeny.

20
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What is the significance of the chi-square test in biological studies?

It helps determine if observed genetic ratios align with expected ratios.

21
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What does it mean if the chi-square value corresponds to a p-value greater than 0.5?

You can accept the null hypothesis.

22
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What is the role of office hours in relation to chi-square analysis?

They provide opportunities for students to seek clarification and assistance.

23
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What is the implication of rejecting the null hypothesis regarding loci segregation?

It suggests that the loci are not assorting independently.

24
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What does a chi-square value indicate in relation to the acceptance region?

If it falls outside the acceptance region, the null hypothesis is rejected.