A movie theater wanted to determine what factors might be influencing their ticket sales. They decided to conduct a multiple linear regression with 4 predictor variables. They took a sample size of 27 weeks.
Using the ANOVA table below find the degrees of freedom for error.
Round to 2 decimal places as necessary.
source | df | sum of squares | mean square | f ratio |
model | 16.1 | 2.76 | ||
error | 208.8 | 13.12 | ||
total |
A movie theater wanted to determine what factors might be influencing their ticket sales. They decided...
A tech company wanted to determine what factors influenced sales in the first week of a new product launch. They identified 3 predictor variables and used a sample size of 8 product launches. Using this information and the table below, find SSE. Round to 2 decimal places as necessary. Source DF Sum of Squares Mean Square F Ratio Model 2.64 Error 13.21 Total
A professor at a college analyzed the relationship between the final grade in Calculus and factors affecting its achievement with a sample of 80 students. The independent variables included in the regression model are as follows: x1: Final grade for College Algebra, x2: ACT math score, x3: ACT natural science score, xs: Percentile high school rank. The following ANOVA summarizes the regression results. Table 1: ANOVA Source of Variation df Regression Residual or Error Total Source of Squares Mean Square...
A professor at a college analyzed the relationship between the final grade in Calculus and factors affecting its achievement with a sample of 80 students. The independent variables included in the regression model are as follows: x1: Final grade for College Algebra, x2: ACT math score, x3: ACT natural science score, xs: Percentile high school rank. The following ANOVA summarizes the regression results. Table 1: ANOVA Source of Variation df Regression Residual or Error Total Source of Squares Mean Square...
Question 3: Evaluate this model with the global test at the significance level a 0.05. (6 points) Step 1: State the hypotheses H1: Step 2: Compute the global F-statistic for the model. (Round to the nearest 100) Step 3: Find F-value for the critical value. (Round to the nearest 100) Step 4: State decision rule Step 5: State a conclusion and interpret the conclusion. Table 2 presents the parameter estimates of the regression model. Conduct a test of Question 4:...
1. (55 points) The investigators are interested in asses the relationship between Systolic Blood Pressure (SBP) in mm Hg and Age in years among Hypertensive Patients. Specif- ically, whether a patient's SBP can be predicted from his or her age. They selected n=122 patients at random from a medical record database in a hospital. Assume that the simple linear regression model is appropriate. The following table shows regression output of a simple linear regression model relating the SBP to the...
please answer the following using the r code provided . The data set below contains information about the gasoline mileage performance for 32 au- tomobiles. We are interested in developing a model to predict the miles per gallon () using related predictor variables. The variables in the study are Dependent variable: Miles per gallon (v) Independent variables: ri horsepower (ft-lb) ra: torque (ft-lb) r: horsepower+torque (ft-lb) rs: carburetor (barrels) (a) We first start by fitting a model using y and...
can you answer question 9 please Problems 473 results from parts (a), (b), and (c). What model seems most plausible? How do the data limit your conclusions? tle the data from Freund (1979), presented in Problem 22 in Chapter 14. Taking be model discussed there as the maximum model, repeat parts (a) through (h) of Problem 6. In part (h), note the possible role of collinearity. A random sample of data was collected on residential sales in a large city....
the questions for the table for number 14 was added For questions 13-16: Light exposure in mice Studies show that night-time light exposure is hamful to human health. A recent 6-week study randomly assigned lab mice to one of three conditions: LD (Group 1) had a standard light/dark cycle cach 24-hour period; (Group 2) LL had bright light all the time, and (Group 3) DM had dim light when there nomally would have been darkness. The rescarchers hoped to investigate...
SPSS Lab Assignment #2 Output Analysis One Descriptives Depression_13 2323 WHITE BLACK AMER IND ASIAN HISPAN Mean 10.0010 10.0930 10.1038 10.1060 10.1062 10.0343 Std. Deviation 24975 27993 25361 27124 27267 26409 95% Confidence interval for Mean Std. ErrorLower Bound Upper Bound 00518 9.9908 10.0111 .00817 10.0770 10.1090 .03699 10.0294 10.1783 04952 10.0047 10.2073 .04158 10.0223 10.1901 00439 10.0257 10.0429 30 43 3617 Total ANOVA Depression 73 Mean Square Sum of Squares 7.230 244.967 1.808 26.651 Between Groups Within Groups Total...