Question

An ice cream shop conducted a survey to see if there was a relationship between gender...

An ice cream shop conducted a survey to see if there was a relationship between gender and ice cream flavor preference. Perform a Chi Square test of independence to determine whether there is an association between gender and preference for ice cream flavor.

Chocolate

Vanilla

Strawberry

Total

Men

100

120

60

280

Women

350

200

90

640

Hint: Instructions for performing this test in STATDISK can be found in the Stat Disk User’s Manual under the heading Chi Square Test of Independence (Contingency Tables).

Compute a Chi-Square Test of Independence on this data using a 0.05 level of significance. Paste your results here.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
We seek to determine whether or not there is a relationship between gender and preference for...
We seek to determine whether or not there is a relationship between gender and preference for ice cream flavor. My data come from a hypothetical survey of 920 people that asked for their preference of 1 of the above 3 ice cream flavors. Here are the data:   Flavor Chocolate Vanilla Strawberry Total Gender Men 100 120 60 280 Women 350 200 90 640 Total 450 320 150 920 a. State the Null and Alternative hypotheses. b. Assuming the Null Hypothesis...
We seek to determine whether or not there is a relationship between gender and preference for...
We seek to determine whether or not there is a relationship between gender and preference for ice cream flavor. Test at the at the α=.05 level. My data come from a hypothetical survey of 920 people that asked for their preference of 1 of the above 3 ice cream flavors. Here are the data: Flavor Gender   Chocolate Vanilla Strawberry Total Men 110 110 70 290 Women 340 210 80 630 Total 450 320 150 920   a. State the Null and...
Non-parametric test: Ice cream flavour preference by gender Men: Vanilla = 15; chocolate = 30 Women:...
Non-parametric test: Ice cream flavour preference by gender Men: Vanilla = 15; chocolate = 30 Women: vanilla = 10; chocolate = 5 Marginal row totals for vanilla = 25 Marginal row totals for chocolate = 35 Total= 60 The chi-square statistic is 5.143. The p-value is .0233. This result is significant at p < .05. What percent of men prefer chocolate over vanilla? What percent of women prefer chocolate over vanilla? Report the results of the statistical test in plain...
A researcher surveyed three groups of people below and recorded their preference for ice cream. Do...
A researcher surveyed three groups of people below and recorded their preference for ice cream. Do a chi square test to see if the proportions are the same for flavor preference for all three groups. Chocolate Vanilla Neither Children 40 22 18 Teens 22 23 35 Adults 31 34 15 a) Write the expected value for each cell in parentheses in each cell. b) Write the null and alternative hypotheses. c) Find the critical value of Chi-Square for a :...
A local ice cream shop wants to see if they should promote a new swizzleberry swirl...
A local ice cream shop wants to see if they should promote a new swizzleberry swirl or creamsicle flavored drink. In order to determine which one to promote, they took a sample of 80 patrons and asked them to choose which they preferred. The one that is significantly preferred over the other (at a .05 level of significance) will be promoted. It is expected that an equal number of patrons will choose each flavor. Flavored Drinks Swizzleberry Swirl Flavored Creamsicle...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT