A consulting agency reports that only 30\%30%30, percent of a company's website users can successfully use a certain feature of the website. Skeptical of this claim, one of the website developers takes a simple random sample of 150150150 of the company's approximately 800080008000 users and tests whether they can use the feature successfully. The developer finds that 36\%36%36, percent of the sampled users use the feature successfully.

Assuming the agency's 30\%30%30, percent claim is correct, what is the approximate probability that more than 36\%36%36, percent of the sample would use the feature successfully?

A Consulting Agency Reports That Only 30\%30%30, Percent Of A Company's Website Users Can Successfully

Answers

Answer 1

Answer:

.36

.05

Explanation:

Answer 2

1) The probability  is 0.0076

2) The probability is 0.2775

3) Yes it is reasonable because it indicates is that the igniters are more successful than already thought or it would be close to impossible to get those same results by chance.

How to find the probability?

1) We are told that the overall failure rate which is the percent of all igniters that fail to operate correctly is 15 percent = 0.15\.

Thus, percentage of success = 85% = 0.85

The probability that the first 30 super igniters selected using the testing process successfully launch rockets is P(X = 30) = (0.85)³⁰

= 0.0076

2) Given that the first 30 super igniters successfully launch rockets, the probability that the 1st failure occurs on the 31st or the 32nd super igniter tested if the failure rate of the super igniters is 15 percent is;

P(Y = 31)/P(X = 30) + P(Y = 32)/P(X = 30)

= [(0.15 * 0.85³⁰)/0.85³⁰] + [(0.15 * 0.85³¹)/0.85³⁰]

= 0.2775

The probability in answer 1 above indicates is that the igniters are more successful than already thought or it would be close to impossible to get those same results by chance.

Therefore, 1) The probability  is 0.0076

2) The probability is 0.2775

3) Yes it is reasonable because it indicates is that the igniters are more successful than already thought or it would be close to impossible to get those same results by chance.

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Related Questions

Give two differences between Artificial and Natural Selection.

Answers

Answer:

Natural selection and selective breeding can both cause changes in animals and plants. The difference between the two is that natural selection happens naturally, but selective breeding only occurs when humans intervene. For this reason selective breeding is sometimes called artificial selection

All of the following are stereotypes associated with mental illness except __________.
A.
the idea that mental illness is incurable
B.
a response of anger toward someone with a mental illness
C.
the belief that individuals with mental illness are dangerous
D.
the thought that all individuals with a mental illness are not capable of living independently

Answers

Answer:

a response of anger toward someone with a mental illness

Explanation:

this action is a prejudice not a stereotype

The stereotypes do not involve the anger response towards someone who suffers from mental illness.

What is a stereotype?

Stereotype refers to non-fair or not true trust where various people should be done for all kind of people or it is the things that contain same kind of attributes. It involved the idea where that mental illness should be curable. It involved the trust that mental illness should be dangerous. And, it is not capable for living in an independent way.

Therefore, option b is considered.

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Refer to the passage.

"All the scientific resources of Germany have apparently been brought into play to produce a gas of so virulent and poisonous a nature that any human being brought into contact with it is first paralyzed and then meets with a lingering and agonizing death.”

Sir John French, commander in chief of the British Expeditionary Force (BEF), 1915

Which of the following novel aspects of World War I contributed to the action described in the passage?

The Allies’ ability to attack German forces with military aircraft
The capability of British tanks to repel machine-gun fire
The attempt to block supply shipments in the Atlantic by using submarines
The stalemate and high casualties caused by trench warfare on the western front

Answers

Answer:

The stalemate and high casualties caused by trench warfare on the western front

Explanation:

The half-life of carbon-14 is about 5700 years. If you left those 100 carbon-14 atoms to sit around for 5700 years, how many would you expect to decay during that time?

Answers

Answer:

50 atoms have decayed during that time

Explanation:

The radioactive decay is represented as

[tex]N = N_0 * \frac{1}{2}^X\\[/tex]

Where N is the amount of radioactive element after a certain time period

N0 is the amount of radioactive element during the initial time period

X is the half life of the radioactive element

Substituting the given  values in above equation,  we get:

[tex]N = 100 * \frac{1}{2}^1\\N = 50[/tex]atoms

So, 50 atoms of carbon-14 remain are left after decaying for 5700 years.

Hence,  atoms of carbon-14 that decay during 5700 years are 100-50 - 50

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