I need help with numbers, 8, 9, and 10 show formulas and work if neccasary please A random sample of 25 frozen dinners of a certain type was selected from production during a particular period and the calorie content of each one was determined. The resulting observations are: Calories from Frozen Dinners 255 244 239 242 265 245 259 248 225 226 251 233 266 227 246 240 257 222 237 270 230 260 268 231 238 The stated calorie content is 240 calories. At the 5% significance level, do the data suggest that the mean calorie content of the frozen dinners differs from 240 calories? State the null and alternative hypothesis Check the conditions. To determine if the data is approximately normal, using paper and pencil methods, construct a histogram. If the conditions have not been satisfied, still continue with the assignment. State the significance level. and then draw and fully label the rejection regions. Calculate the test statistic and p-value. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula. Illustrate the test statistic on the diagram of the rejection regions. Illustrate the p-value on the diagram of the rejection regions. State the decision about the null hypothesis. Interpret the decision in terms of the alternative hypothesis. Construct the 95% confidence interval. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula. Interpret the confidence interval. Explain how the confidence interval supports the decision about the claim.
I need help with numbers, 8, 9, and 10 show formulas and work if neccasary please A random sample of 25 frozen dinners of a certain type was selected from production during a particular period and the calorie content of each one was determined. The resulting observations are: Calories from Frozen Dinners 255 244 239 242 265 245 259 248 225 226 251 233 266 227 246 240 257 222 237 270 230 260 268 231 238 The stated calorie content is 240 calories. At the 5% significance level, do the data suggest that the mean calorie content of the frozen dinners differs from 240 calories? State the null and alternative hypothesis Check the conditions. To determine if the data is approximately normal, using paper and pencil methods, construct a histogram. If the conditions have not been satisfied, still continue with the assignment. State the significance level. and then draw and fully label the rejection regions. Calculate the test statistic and p-value. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula. Illustrate the test statistic on the diagram of the rejection regions. Illustrate the p-value on the diagram of the rejection regions. State the decision about the null hypothesis. Interpret the decision in terms of the alternative hypothesis. Construct the 95% confidence interval. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula. Interpret the confidence interval. Explain how the confidence interval supports the decision about the claim.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I need help with numbers, 8, 9, and 10 show formulas and work if neccasary please
A random sample of 25 frozen dinners of a certain type was selected from production during a particular period and the calorie content of each one was determined. The resulting observations are:
Calories from Frozen Dinners
255 | 244 | 239 | 242 | 265 |
245 | 259 | 248 | 225 | 226 |
251 | 233 | 266 | 227 | 246 |
240 | 257 | 222 | 237 | 270 |
230 | 260 | 268 | 231 | 238 |
The stated calorie content is 240 calories. At the 5% significance level, do the data suggest that the
- State the null and alternative hypothesis
- Check the conditions. To determine if the data is approximately normal, using paper and pencil methods, construct a histogram.
If the conditions have not been satisfied, still continue with the assignment. - State the significance level. and then draw and fully label the rejection regions.
- Calculate the test statistic and p-value. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula.
- Illustrate the test statistic on the diagram of the rejection regions. Illustrate the p-value on the diagram of the rejection regions.
- State the decision about the null hypothesis.
- Interpret the decision in terms of the alternative hypothesis.
- Construct the 95% confidence interval. You may use the calculator to calculate the mean and standard deviation. Otherwise, use the formula.
- Interpret the confidence interval.
- Explain how the confidence interval supports the decision about the claim.
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