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Which of the following is not a condition for performing a significance test about an unknown population proportion p?

(a) The data should come from a random sample or randomized experiment.

(b) Individual measurements should be independent of one another.

(c) The population distribution should be approximately Normal, unless the sample size is large.

(d) Both np and n(1 - p) should be at least 10.

(e) If you are sampling without replacement from a finite population, then you should sample no more than 10% of the population.

Short Answer

Expert verified

(b) Individual measurements should be independent of one another.

Step by step solution

01

Given information

Significance test about an unknown population proportion p.

The population distribution should be normal unless the sample size is large.

02

Explanation

The procedure for the significance test is as follows:

State: What hypotheses do you want to test, and at what significance level?

Define any parameters you use.

Plan: Choose the appropriate inference method. Check conditions.

Do: If the conditions are met, perform calculations.

  • Compute the test statistic.
  • Find the P-value.

Conclude: Interpret the results of your test in the context of the problem.

From the above statement, we conclude that the option b individual measurements should be independent of one another.

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Most popular questions from this chapter

How much juice? Refer to Exercises 3 and 11 .

a. What conclusion would you make at the ฮฑ=0.10ฮฑ=0.10level?

b. Would your conclusion from part (a) change if a 5 \% significance level was used instead? Explain your reasoning.

A milk processor monitors the number of bacteria per milliliter in raw milk received at the factory. A random sample of 10one-milliliter specimens of milk supplied by one producer gives the following data:

Construct and interpret a 90% confidence interval for the population mean ฮผ.

Stating hypotheses

a. A change is made that should improve student satisfaction with the parking situation at your school. Before the change, 37%of students approve of the parking that's provided. The null hypothesis H0:pโˆง=0.37H0:p^=0.37is tested against the alternative Ha: pโˆง>0.37Ha:p^>0.37

b. A researcher suspects that the mean birth weights of babies whose mothers did not see a doctor before delivery is less than 3000 grams. The researcher states the hypotheses as

H0:ฮผ=3000gramsH0:ฮผ=3000grams

Ha:ฮผโ‰ค2999gramsHa:ฮผโ‰ค2999grams

Bags of a certain brand of tortilla chips claim to have a net weight of 14ounces. Net weights vary slightly from bag to bag and are Normally distributed with mean ฮผ . A representative of a consumer advocacy group wishes to see if there is convincing evidence that the mean net weight is less than advertised and so intends to test the hypotheses

H0:ฮผ=14Ha:ฮผ<14

A Type I error in this situation would mean concluding that the bags

a. are being underfilled when they arenโ€™t.

b. are being underfilled when they are.

c. are not being underfilled when they are.

d. are not being underfilled when they arenโ€™t.

e. are being overfilled when they are underfilled

A random sample of 100 likely voters in a small city produced 59 voters in favor of Candidate A. The observed value of the standardized test statistic for performing a test of H0:p=0.5H0:p=0.5versus Ha:p>0.5Ha:p>0.5

is which of the following?

a)z=0.59-0.50.59(0.41)100

b)z=0.59-0.50.5(0.5)100

c)z=0.5-0.590.59(0.41)100

d)z=0.5-0.590.5(0.5)100

e)z=0.59-0.5100

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