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fUsing the dataset posted on blackboard from the survey Remington Steakhouse (attached), please provide brief and relevant answers to each of the following questions. Your

\fUsing the dataset posted on blackboard from the survey \"Remington Steakhouse\" (attached), please provide brief and relevant answers to each of the following questions. Your answers should draw from relevant SPSS tables by choosing appropriate analyses. Use relevant numbers and statistics to explain your answers. An actual copy of the survey is also provided at the end. [each question carries 5 points] Three restaurants are considered as major competitors: Outback, Longhorn, and Remington (identified as choice 1, 2, and 3 on variable x_4). Based on how consumer responded, there are three major research objectives (identified using three separate blocks or sections on the survey): importance (of selection or choice criteria), actual performance measures of the restaurant, and relationship with chosen restaurant. Choose the relevant results tables to answer the following questions (with appropriate analysis made in relevant steps). Note: choose appropriate table for answering each question. 1. How would you rank the restaurant selection (highest to lowest) according to their importance rating (section-1)? 2. List the performance factors (section-2) where Remington has no major advantage over its nearest competitor, Outback? In terms of performance, where do you see Remington has the greatest competitive advantage over Outback? 3. How would you characterize significant differences in satisfaction based on whether consumers have seen an ad in the last 60 days or not? Explain this hypothesis test. 4. Does customer satisfaction differ between genders? Test this hypothesis. 5. Does satisfaction differ between income categories? Explain why and how. Using the same dataset, run a regression to analyze how likelihood to recommend depends on restaurant performance (section-2) based on the following attributes: competent employees, food quality, speed of service, atmosphere, reasonable price, and number of children at home, gender, and age. Run the appropriate analysis to answer the following questions: 6. Identify the dependent variable followed by the independent variables (you may state only the variable numbers). 7. Interpret the value of R-square. 8. State the null and alternate hypothesis for reasonable price. 9. Which of the above independent variables in the regression model have effects significantly different than zero and why? 10. Of all the independent variables, which variable has the largest impact on likelihood to recommend and why? The Remington's Steakhouse Questionnaire DINING OUT SURVEY Please read all questions carefully. If you do not understand a question, stop the survey and email us so we can help you to understand it. In the first section a number of factors are listed that people use in selecting a particular restaurant to dine at. Using a scale from 1 to 7, with 7 being \"Very Important\" and 1 being \"Not Important at All\$FL2@(#) IBM SPSS STATISTICS 64-bit Macintosh 22.0.0.0 #########################Y@01 Jul 1621:08:07 ###########################ID ####ID ########################X_4 7###Which steakhouse restaurant are you most familiar with? ########################X1 ####X1 -- Large Portions########################X2 ####X2 -- Competent Employees ########################X3 ####X3 -- Food Quality ########################X4 ####X4 -- Speed of Service ########################X5 ####X5 -- Atmosphere########################X6 ####X6 -- Reasonable Prices ########################X7 ####X7 -- Large Portions########################X8 ####X8 -- Competent Employees ########################X9 ####X9 -- Food Quality ########################X10 ####X10 -- Speed of Service ########################X11 ####X11 -- Atmosphere ########################X12 ####X12 -- Reasonable Prices########################X13 ####X13 -- Satisfaction ########################X14 ####X14 -- Likely to Return ########################X15 ####X15 -- Likely to Recommend ########################X16 %###X16 -- How often do you dine at ____? ########################X17 !###X17 -- Number of Children at Home ########################X18 -###X18 -- Recall of a Particular Restaurants Ads ########################X19 ###X19 -- Gender ########################X20 ###X20 -- Age ########################X21 ###X21 -- Income ########################X22 $###X22 -- Competitor Most Familiar With##############?#Outback#######@#Longhorn #######@ Remington ##########################?#Not Important at All #######@#Very Important ##############################################?#Strongly Disagree #######@#Strongly Agree ######## ### ####### ########################?#Not Satisfied at All #######@#Very Satisfied ##########################?#Definitely Will Not Return #######@#Definitely Will Return ##########################?#Definitely Will Not Recommend #######@#Definitely Will Recommend ##########################? %Occasionally (less than once a month) #######@#Frequently (1-3 times a month) #######@)Very Frequently (4 or more times a month) ##########################?#No Children at Home #######@#1-2 Children at Home #######@#3 or More Children at Home #############################Do Not Recall Ads ######? Recall Ads #############################Males ######? #Females##########################?#18 - 25#######@#26 - 34#######@#35 49#######@#50 - 59#######@#60 and Over ##########################?#$20,000 -- $35,000 #######@#$35,001 -- $50,000 #######@#$50,001 -- $75,000 #######@#$75,001 -- $100,000 #######@#More than $100,000 ##########################?#Outback#######@#Longhorn #######@#Remington's #######################################################o################## ############H################################################# ################################################################################ ################################################################################ ################################################################################ ################ID=id X_4=x_4 X1=x1 X2=x2 X3=x3 X4=x4 X5=x5 X6=x6 X7=x7 X8=x8 X9=x9 X10=x10 X11=x11 X12=x12 X13=x13 X14=x14 X15=x15 X16=x16 X17=x17 X18=x18 X19=x19 X20=x20 X21=x21 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