2) A department store, A, has four competitors: B, C, D, and E. Store A hires a consultant to determine if the percentage of shoppers who prefer cach of the five stores is the same. A survey of 1100 randomly selected shoppers is conducted, and the results about which one of the stores shoppers prefer are below. Is there enough evidence using a significance level a - 0.05 to conclude that the proportions are really the same? Store A B D E Number of shoppers 262 234 204 190 210 (i) State the null hypothesis (ii) State the alternative hypothesis (iii) Stute the level of significance (iv) What would be the degrees of freedom (v) Compute the Test statistic (vi) What will be the critical value (vii) Write your conclusion

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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Chapter4: Equations Of Linear Functions
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2) A department store, A, has four competitors: B, C, D, and E. Store A hires a
consultant to determine if the percentage of shoppers who prefer cach of the five
stores is the same. A survey of 1100 randomly selected shoppers is conducted, and
the results about which one of the stores shoppers prefer are below. Is there enough
evidence using a significance level a - 0.05 to conclude that the proportions are
really the same?
Store
A B
D E
Number of shoppers
262
234
204
190
210
(i)
State the null hypothesis
(ii)
State the alternative hypothesis
(iii)
Stute the level of significance
(iv)
What would be the degrees of freedom
(v)
Compute the Test statistic
(vi)
What will be the critical value
(vii) Write your conclusion
Transcribed Image Text:2) A department store, A, has four competitors: B, C, D, and E. Store A hires a consultant to determine if the percentage of shoppers who prefer cach of the five stores is the same. A survey of 1100 randomly selected shoppers is conducted, and the results about which one of the stores shoppers prefer are below. Is there enough evidence using a significance level a - 0.05 to conclude that the proportions are really the same? Store A B D E Number of shoppers 262 234 204 190 210 (i) State the null hypothesis (ii) State the alternative hypothesis (iii) Stute the level of significance (iv) What would be the degrees of freedom (v) Compute the Test statistic (vi) What will be the critical value (vii) Write your conclusion
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