Chapter 9: Q.87 (page 590)
Does this paper give convincing evidence that the mean amount of sugar in the hindguts under these conditions is not equal to ? Justify your answer.
Short Answer
does lie in the computed confidence interval.
Chapter 9: Q.87 (page 590)
Does this paper give convincing evidence that the mean amount of sugar in the hindguts under these conditions is not equal to ? Justify your answer.
does lie in the computed confidence interval.
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Get started for freeWhen ski jumpers take off, the distance they fly varies considerably depending on their speed, skill, and wind conditions. Event organizers must position the landing area to allow for differences in the distances that the athletes fly. For a particular competition, the organizers estimate that the variation in distance flown by the athletes will be
= meters. An experienced jumper thinks that the organizers are underestimating the variation.
Stating hypotheses State the appropriate null and alternative hypotheses in each of the following cases.
(a) The average height of -year-old American women is inches. You wonder whether the mean height of this year's female graduates from a large local high school (over students) differs from the national average. You measure an SRS of female graduates and find that inches.
(b) Mr. Starnes believes that less than of the students at his school completed their math homework last night. The math teachers inspect the homework assignments from a random sample of students at the school to help Mr. Starnes test his claim.
- Check conditions for carrying out a test about a population proportion or mean.
- Interpret -values in context.
Paying high prices? A retailer entered into an exclusive agreement with a supplier who guaranteed to provide all products at competitive prices. The retailer eventually began to purchase supplies from other vendors who offered better prices. The original supplier filed a lawsuit claiming violation of the agreement. In defense, the retailer had an audit performed on a random sample of invoices. For each audited invoice, all purchases made from other suppliers were examined and compared with those offered by the original supplier. The percent of purchases on each invoice for which an alternative supplier offered a lower price than the original supplier was recorded.For example, a data value of means that the price would be lower with a different supplier for of the items on the invoice. A histogram and some computer output
for these data are shown below. Explain why we should not carry out a one-sample t-test in this setting.
Your company markets a computerized device for detecting high blood pressure. The device measures an individual’s blood pressure once per hour at a randomly selected time throughout a 12-hour period. Then it calculates the mean systolic (top number) pressure for the sample of measurements. Based on the sample results, the device determines whether there is significant evidence that the individual’s actual mean systolic pressure is greater than 130. If so, it recommends that the person seek medical attention.
(a) State appropriate null and alternative hypotheses in this setting. Be sure to define your parameter.
(b) Describe a Type I and a Type II error, and explain the consequences of each.
(c) The blood pressure device can be adjusted to decrease one error probability at the cost of an increase in the other error probability. Which error probability would you choose to make smaller, and why?
Haemoglobin is a protein in red blood cells that carries oxygen from the lungs to body tissues. People with less than 12 grams of haemoglobin per deciliter of blood (g/dl) are anaemic. A public health official in Jordan suspects that Jordanian children are at risk of anaemia. He measures a random sample of 50 children.
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