Note: Solve the following problems. Show all solutions. Round off final answers to 3 decimal places. Question # 3. Suppose a Jordanian Insurance Company, wants to know that whether the mean speed of cars driven by all men drivers on the highway is less than that of cars driven by women drivers. Assume the company took the results of the two samples are as follow: Male n = 28 n=19 x=127.5 km/hr x=120.2 km/hr s=5.6km/hr s=4.2km/hr Assume that the population are normally distributed with equal variances. a. State the appropriate null and alternative hypotheses. c. Test Statistic. Female b. State the decision rule in the term of critical value. Use a= 0.10. d. Conclusion.

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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Note: Solve the following problems. Show all solutions. Round off final answers to 3 decimal places.
Question # 3.
Suppose a Jordanian Insurance Company, wants to know that whether the mean speed of cars driven by all
men drivers on the highway is less than that of cars driven by women drivers. Assume the company took
the results of the two samples are as follow:
Male
n = 28
n=19
x=127.5 km/hr
x=120.2 km/hr
s=5.6km/hr
s=4.2km/hr
Assume that the population are normally distributed with equal variances.
a. State the appropriate null and alternative hypotheses.
c. Test Statistic.
Female
b. State the decision rule in the term of critical value. Use a= 0.10.
d. Conclusion.
Transcribed Image Text:Note: Solve the following problems. Show all solutions. Round off final answers to 3 decimal places. Question # 3. Suppose a Jordanian Insurance Company, wants to know that whether the mean speed of cars driven by all men drivers on the highway is less than that of cars driven by women drivers. Assume the company took the results of the two samples are as follow: Male n = 28 n=19 x=127.5 km/hr x=120.2 km/hr s=5.6km/hr s=4.2km/hr Assume that the population are normally distributed with equal variances. a. State the appropriate null and alternative hypotheses. c. Test Statistic. Female b. State the decision rule in the term of critical value. Use a= 0.10. d. Conclusion.
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