Kenneth Quek's answer to kim Yeon Jae's Junior College 2 H2 Maths Singapore question.
done
{{ upvoteCount }} Upvotes
clear
{{ downvoteCount * -1 }} Downvotes
Hi this seems like a H2 Further Math question? Chi Square test is under H2 FM when I took A levels this year. (Side note, Yates Correction wasn't in the syllabus when I took it.) Regardless, if you want the method I can provide it for you.
H(0): There is no association between alcohol drinking and cancer
H(1): There is an association between alcohol drinking and cancer
Calculate the expexted values for each value E(i) using the formula:
E(i) = (Row total × Column total)/Grand total
Degree of Freedom
= (Row total-1)(Column total-1)
= 1
Conducting a chi-squared test with Yates Correction at 5% significance level, reject H(0) if chi^2 > 3.84
Test statistic:
chi^2 =∑{ [|O(i) - E(i)| - 0.5]^2 / E(i) }
Calculate the test statistic and accept/reject H(0) like how you would do Hypothesis Testing in normal H2 Math and you should be good.
H(0): There is no association between alcohol drinking and cancer
H(1): There is an association between alcohol drinking and cancer
Calculate the expexted values for each value E(i) using the formula:
E(i) = (Row total × Column total)/Grand total
Degree of Freedom
= (Row total-1)(Column total-1)
= 1
Conducting a chi-squared test with Yates Correction at 5% significance level, reject H(0) if chi^2 > 3.84
Test statistic:
chi^2 =∑{ [|O(i) - E(i)| - 0.5]^2 / E(i) }
Calculate the test statistic and accept/reject H(0) like how you would do Hypothesis Testing in normal H2 Math and you should be good.
Date Posted:
1 year ago
360 Tutoring Program