Question

In: Statistics and Probability

(NO MINI TAB) Six measurements are taken of the thickness of a piece of 18-guage sheet...

(NO MINI TAB)

  1. Six measurements are taken of the thickness of a piece of 18-guage sheet metal. The measurements (in mm) are: 1.316, 1.308, 1.321, 1.303, 1.311, 1.310
  1. Make a boxplot of the six values.
  2. Should the t distribution be used to find 99% confidence interval for the thickness? If so, find the confidence interval. If not explain, why not.
  3. Six independent measurements are taken of the thickness of another piece of sheet metal. The measurements this time are:

1.317, 1.318, 1.301, 1.307, 1.374, 1.323.   Make a boxplot of these values.

d. Should the t distribution be used to find 99% confidence interval for the thickness? If so, find the confidence interval. If not explain, why not.

Solutions

Expert Solution


Related Solutions

Over a 18 day period, daily measurements of silver yield from a mine us taken. The...
Over a 18 day period, daily measurements of silver yield from a mine us taken. The company has an original goal of the 60th percentile being more than 50 tons. From the 18 days, 8 days yielded less than 50 tons. No day yielded exactly 50 tons. Test to see if the company’s goal is upheld. (a) State the hypothesis for testing this claim. (b) Explain and show what test statistic you're using and how to get the p-value (c)...
the subject is Design of an experiment use mini-tab to slove the question Box and Liu...
the subject is Design of an experiment use mini-tab to slove the question Box and Liu describe an experiment flying paper helicopters where the objective is to maximize flight time. They used the central composite design shown in Table below. Each run involved a single helicopter made to the following specifications: x1 = wing area (in2), -1 = 11.80 and +1 = 13.00; x2 = wing-length to width ratio, -1 = 2.25 and +1 = 2.78; x3 = base width...
** That should be done in Mini-tab. Thanks A metal refining company recently implemented a new...
** That should be done in Mini-tab. Thanks A metal refining company recently implemented a new process for producing iron nuggets directly from raw iron ore and coal. To assess the stability of the process, a quality engineer sampled and measured the percentage change in carbon content every 4 hours. The change in carbon content for a stable process is known to follow a normal distribution with a mean of 3.5%. a. Prepare a normal probability plot of the %...
(Please use mini tab if possible)The variable Hours Studied represents the number of hours a student...
(Please use mini tab if possible)The variable Hours Studied represents the number of hours a student studied for their final exam and the variable Final Exam Grade represents the final exam score the student received on their final exam (out of 100 points).An introduction, explanation/interpretation of your analysis, and a conclusion. Hours studied- 1, 0, 7, 9, 9, 5, 4, 2, 11, 7, 13, 3, 3, 1, 9, 7, 5, 0, 2, 8 Final Exam grade 70, 54, 81, 92,...
A typical thickness for a sheet of paper is 0.004 inches. If you fold a sheet...
A typical thickness for a sheet of paper is 0.004 inches. If you fold a sheet of paper once, the thickness of the folded paper will double to a value of 0.008 inches. A second fold will result in a folded thickness of 0.016 inches. Create a spreadsheet that shows the number of folds from 0 to 50 and the resulting thickness of each fold. Calculate the resulting thickness in units of inches, feet, and miles.
B. Step Six: Complete the “Adjusting Entries” tab in your workbook using the Step Six data...
B. Step Six: Complete the “Adjusting Entries” tab in your workbook using the Step Six data in the appendix. Note that you should take the adjusting entries from this worksheet and enter them into the “Trial Balance” tab in your workbook. C. Step Seven: Apply adjusting entries to create the adjusted trial balance. Note that the adjusting entries from Step Six will apply to affected accounts in the unadjusted trial balance to arrive at the adjusted trial balance. September 24:...
Seven oxide thickness measurements of wafers are studied to assess quality in a semiconductor manufacturing process....
Seven oxide thickness measurements of wafers are studied to assess quality in a semiconductor manufacturing process. The data (in angstroms) are: 1264, 1280, 1301, 1300, 1292, 1307, and 1275. Calculate (a) the sample average and (b) sample standard deviation. Round both answers to 1 decimal places. (a)
The sample measurements for Aluminum, Copper and Nylon have the same length, width, and thickness. While...
The sample measurements for Aluminum, Copper and Nylon have the same length, width, and thickness. While the length is 76.5mm and the width is 19.5mm, the thickness of these samples are about 0.127 mm. How might these specimens behave differently if they were thick?
Four important measurements were taken in harsh environmental conditions. Two of the four measurements were lost...
Four important measurements were taken in harsh environmental conditions. Two of the four measurements were lost in the harsh conditions and the remaining two are 5       3 However a scientist recalls the mean and variance of the four measurements were 6 and 20/3, respectively. Find the two missing measurements.
Thickness measurements of ancient prehistoric Native American pot shards discovered in a Hopi village are approximately...
Thickness measurements of ancient prehistoric Native American pot shards discovered in a Hopi village are approximately normally distributed, with a mean of 4.5 millimeters (mm) and a standard deviation of 1.0 mm. For a randomly found shard, find the following probabilities. (Round your answers to four decimal places.) (a) the thickness is less than 3.0 mm (b) the thickness is more than 7.0 mm (c) the thickness is between 3.0 mm and 7.0 mm
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT