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iragen [17]
2 years ago
13

Distractions such as peer passengers (driving someone around your own age) and talking or texting on a cell phone while driving

can be deadly for teens. Driving a friend home from practice or to the movies may seem harmless, but your crash risk doubles if you have one peer passenger in the car and actually more than triples with two or more peer passengers. Cell phones pose another major threat. Although many people consider a hands-free cell a safe option, crash risk is higher when ANY type of cell phone is used. These distractions are so dangerous because they take your focus off of the road and lower your reaction time for dealing with potential hazards. – “Why Teens May Crash,” The Children’s Hospital of Philadelphia How does the information in the passage encourage responsible decisions by teen drivers? Talking or texting is deadly for teen drivers. Using a hands-free cell phone is safe while driving. The crash risk doubles for teens with one peer passenger. Distractions while driving lower the reaction time.
Health
2 answers:
prohojiy [21]2 years ago
8 0

Answer:D

Explanation:

Otrada [13]2 years ago
5 0

The passage is basically saying that any form of distraction can be deadly for teen drivers, distractions in this example including peer passengers and using any type of cell phone for any purpose while driving. In this way the passage is encouraging teen drivers to make responsible decisions by getting them to realize that distractions while driving lower the reaction time, therefore they need to be aware of such things to be safer drivers. They need to limit the amount of distractions they have while driving.  

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The complete question is:

Scores on the SAT test have a mean of 1518 and a standard deviation of 325. Scores on the ACT test have a mean of 21.1 and a standard deviation of 4.8. Which of the following choices is <u>NOT</u> true?

Options:

A) The ACT score of 17.0 is relatively better than the SAT score of 1490

B) An SAT score of 1490 has a z score of -0.09

C) The SAT score of 1490 is relatively better than ACT score of 17.0

D) An ACT score of 17.0 has a z score of -0.85

<h2>Answer:</h2><h2 />
  • <em><u>C) The ACT score of 17.0 is relatively better than the SAT score of 1490:</u></em><em>        </em><u>NOT true</u>

<h2>Explanation:</h2><h2></h2>

To compare scores on different scales or from different groups you need to use a normalized standardized statistic, like the z-score.

          z-score=(score-\mu)/\sigma

Where \mu is the mean of the sample, and \sigma is the standard deviation.

<u>1. Find the z-core for an ACT score of 17.0 </u>

          z-score=(score-\mu)/\sigma\\ \\ z-score=(17.0-21.1)/4.8\\ \\ z-score=-0.85

That means that the ACT score of 17.0 is 0.85 standard deviations below the meqan.

<u>2. Find the z-score for an SAT score of 1490</u>

            z-score=(score-\mu)/\sigma\\ \\ z-score=(1490-1518)/325\\ \\ z-score=-0.086\approx -0.09

That means that the SAT score of 1490 is 0.09 standard deviations from the mean.

<u>3. Conlusion:</u>

Since the z-score of the SAT score of 1490 is greater than the z-score of the ACT of 17.0, the SAT score of 1490 is relatively better than the aCT score of 17.0.

As for the answer choices:

  • <em>A) The ACT score of 17.0 is relatively better than the SAT score of 1490</em>: NOT true. ← correct answer

  • <em>B) An SAT score of 1490 has a z score of -0.09</em>: TRUE

  • <em>C) The SAT score of 1490 is relatively better than ACT score of 17.0</em>: TRUE

  • <em>D) An ACT score of 17.0 has a z score of -0.85</em>: TRUE.

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