12. Researchers at VCU studied fatal auto accidents between cars in which one has an air bag and the other does not. They found that in 73% of all such fatal crashes the driver of the air bag vehicle was responsible for the accident. Suppose that you obtain police records of fatal auto accidents. A random sample of 41 such accidents showed that 33 were the fault of the driver of the air bag vehicle. Does this indicate that the population proportion of such accidents in which the driver of the air bag vehicle was at fault is higher than 73%? Use a 5% level of significance.

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Chapter1: Starting With Matlab
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Use a-e to answer 12 not 11

TOr questio1I 11 - 12.
a. What is the null hypothesis? What is the alternate hypothesis?
b. What is the level of significance? What is the critical value zo (#12)?
c. Calculate the t or z (round p to 4 places) values corresponding to the sample statistic.
d. Find the P value.
e. Based on your answers, shall we reject or fail to reject the null hypothesis?
11. Homser Lake has an Atlantic salmon catch and release program that has been very
successful. The average fisherman’s catch is 8.8 Atlantic Salmon per day. In a random
sample of 14 days, it was found that = 7.36 and s = 4.03. Test the claim that the
population average catch per day is different from 8.8? Use a level of significance of .05.
а. Но:
H1:
b. a =
c. t=
d.
< P-value <
e. Reject OR Fail to reject
12. Researchers at VCU studied fatal auto accidents between cars in which one has an air
bag and the other does not. They found that in 73% of all such fatal crashes the driver of
the air bag vehicle was responsible for the accident. Suppose that you obtain police
records of fatal auto accidents. A random sample of 41 such accidents showed that 33
were the fault of the
ver of
air bag
Does this indicate that the population
proportion of such accidents in which the driver of the air bag vehicle was at fault is
higher than 73%? Use a 5% level of significance.
а. Но:
H1:
b. a =
Zo =
c. z=
d. P=
Transcribed Image Text:TOr questio1I 11 - 12. a. What is the null hypothesis? What is the alternate hypothesis? b. What is the level of significance? What is the critical value zo (#12)? c. Calculate the t or z (round p to 4 places) values corresponding to the sample statistic. d. Find the P value. e. Based on your answers, shall we reject or fail to reject the null hypothesis? 11. Homser Lake has an Atlantic salmon catch and release program that has been very successful. The average fisherman’s catch is 8.8 Atlantic Salmon per day. In a random sample of 14 days, it was found that = 7.36 and s = 4.03. Test the claim that the population average catch per day is different from 8.8? Use a level of significance of .05. а. Но: H1: b. a = c. t= d. < P-value < e. Reject OR Fail to reject 12. Researchers at VCU studied fatal auto accidents between cars in which one has an air bag and the other does not. They found that in 73% of all such fatal crashes the driver of the air bag vehicle was responsible for the accident. Suppose that you obtain police records of fatal auto accidents. A random sample of 41 such accidents showed that 33 were the fault of the ver of air bag Does this indicate that the population proportion of such accidents in which the driver of the air bag vehicle was at fault is higher than 73%? Use a 5% level of significance. а. Но: H1: b. a = Zo = c. z= d. P=
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