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91Ó°ÊÓ

In planning a study of the birth weights of babies whose mothers did not see a

doctor before delivery, a researcher states the hypotheses as

H0:μ<1000gramsHa:μ=900grams

Short Answer

Expert verified

The problem is incorrect as the population mean value is1000 as per the null hypothesis and is less than900 as per the alternative hypothesis.

Step by step solution

01

introduction

Given,

In planning a study of the birth weights of babies whose mothers did not see a

doctor before delivery, a researcher states the hypotheses as

H0:μ<1000gramsHa:μ=900grams

02

explanation

Calculating the hypothesis,

population mean value is 1000as per the null hypothesis

role="math" localid="1651657895247" ⇒H0:μ=1000

population mean value is less than 900as per the alternative hypothesis

role="math" localid="1651657899211" ⇒Ha:μ<900

The problem is incorrect as the population mean value is 1000 as per the null hypothesis and is less than900 as per the alternative hypothesis.

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Most popular questions from this chapter

A significance test allows you to reject a null hypothesis H0 in favor of an alternative Ha at the 5% significance level. What can you say about significance at the 1% level?

(a) H0 can be rejected at the 1% significance level.

(b) There is insufficient evidence to reject H0 at the 1% significance level.

c) There is sufficient evidence to accept H0 at the 1% significance level.

(d) Ha can be rejected at the 1% significance level.

(e) The answer can’t be determined from the information given

An opinion poll asks a random sample of adults whether they favor banning ownership of handguns by private citizens. A commentator believes that more than half of all adults favor such a ban. The null and alternative hypotheses you would use to test this claim are

a).H0:p^=0.5;Ha:p^>0.5

(b) H0:p=0.5;Ha:p>0.5

(c) H0:p=0.5;Ha:p<0.5

(d) H0:p=0.5;Ha:p≠0.5

(e) H0:p>0.5;Ha:p=0.5

During the winter months, the temperatures at the Colorado cabin owned by the Starnes family can stay well below freezing (32°F or 0°C) for weeks at a time. To prevent the pipes from freezing, Mrs Starnes sets the thermostat at 50°F. The manufacturer claims that the thermostat allows variation in-home temperature of S 3°F. Mrs Starnes suspects that the manufacturer is overstating how well the thermostat works.

Describe a Type I error in this setting.

The most important condition for sound conclusions from statistical inference is that

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(c) the data contain no outliers.

(d) the sample size be no more than 10%of the population size.

(c) the sample size be at least 30.

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