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Puutage points with 95% contidence. 6. A random sample of 37 suspension-type football helmets were subjected to an impact tes
7730 7303 Extra Problem N BE 28 37 CI: 4% 10.94= 0.06 2 0.08 08-18 2 놁 18 옭다 37
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Answer #1

It seems you did correct work .

n = 37

x =24

\hat{p}=\frac{x}{n}= \frac{24}{37}=0.6486

c- level = 0.94

Critical value for 94% confidence

Z_{0.03} = 1.88             (rounded to 2 decimal )

Confidence interval formula:

\hat{p}\pm Z_{0.03} \sqrt{\frac{\hat{p}*(1-\hat{p})}{n}}

0.6486\pm 1.88 \sqrt{\frac{0.6486*(1-0.6486)}{37}}

0.6486\pm 1.88 \sqrt{\frac{0.22791804 }{37}}

0.6486\pm 1.88 \sqrt{0.006159947}

0.6486\pm 1.88 *0.07848533

0.6486\pm 0.14755242

(0.6486- 0.14755,0.6486+0.14755)

(0.5010,0.7962)

Answer :

We are 94% Confidence interval that the true proportion of all helmates of this type that would show damge after being in the inpact test between (0.5010,0.7962)

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