A manufacturer of high-resolution video terminals must control the tension on the mesh of fine wires that lies Construct a one-sampler interval for a behind the surface of the viewing screen. Too much tension will tear the mesh, and too little will allow wrinkles. The Macmillan Learning population mean because the response variable isquantitative tension is measured by an electrical device with output readings in millivolts ( mV). Some variation is inherent in the production process. Here are the tension readings from a random sample of 20 screens from a single day's production: Select all of the correct statements about the 26 292628 30 28 2325 3132 conditions . 9. 9 3.4 03 .7. 7 6 3 5 The Normal/ Large Sample condition has been met. The sample size is small , but a graph of the data doesn't show any outliers or strong skewness. 26 3031 34323433 34 3337 7 . 4 8 . 3 . 2. 8.0.46 . 3 16 8 6 1 The Random condition has been met since a random sample of 20 screens was collected . To access the data , click the link for your preferred software format. The Normal/ Large Sample condition has not been met because the sample size is not large enough and there is no way of telling what the population data look like. CSV Excel (xls) Excel (xlsx) JMP Mac- Text Minitab PC -Text R SPSS TI CrunchIt ! Construct and interpret a 95% confidence interval for = the mean tension of all the screens produced on this day. Use the four-step process. The Normal/ Large Sample condition has not been met because the sample size is less than 30 and the sample data show skewness or outliers . The Random condition has not been met since screens were only selected on a single day. Incorrect