e number of car accidents along the highway between Cul an rate of 6 per month. Concerned with this rate, town of hway. In the first month of operation, the number of accio odelled as a Poisson distribution, can the town officials con mber of accidents? State your null and alternative hypothe (a) Họ : Anerw < dadld, H1 : Anew > Aold (b) Họ : Anew 2 dold, Hị : Anew 7 Aold

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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# 589. Speed Cameras
The number of car accidents along the highway between Cukier City and Fugeville has historically occurred at a
mean rate of 6 per month. Concerned with this rate, town officials agreed to install speed cameras along the
highway. In the first month of operation, the number of accidents was 1. If the number of accidents can be
modelled as a Poisson distribution, can the town officials conclude that there has been a reduction in the
number of accidents? State your null and alternative hypothesis.
(a) Ho : Anew < dd, H1: Anew>dald
(b) Họ : Aneu 2 dd, H1: Anew # dald
(c) Ho : Anew + dds H1 : Anew= dald
O (d) Ho : Anew lads H1: Anew < dald
(e) Ho : Anew < dds H1 : Anew # dald
(f) Ho : Anew > Aald, H1: Anew < dold
(g) Họ : Anew < ddd, H1: Anew > lold
(h) Họ : Anerw = ddld, H1: Anew # dold
%3D
What is your P-value?
P-value number (rtol=0.1, atol=0.0001)
What is your conclusion at a 9% significance level? ?
O (a) There has been a reduction in the number of accidents
O (b) The test is inconclusive
Transcribed Image Text:# 589. Speed Cameras The number of car accidents along the highway between Cukier City and Fugeville has historically occurred at a mean rate of 6 per month. Concerned with this rate, town officials agreed to install speed cameras along the highway. In the first month of operation, the number of accidents was 1. If the number of accidents can be modelled as a Poisson distribution, can the town officials conclude that there has been a reduction in the number of accidents? State your null and alternative hypothesis. (a) Ho : Anew < dd, H1: Anew>dald (b) Họ : Aneu 2 dd, H1: Anew # dald (c) Ho : Anew + dds H1 : Anew= dald O (d) Ho : Anew lads H1: Anew < dald (e) Ho : Anew < dds H1 : Anew # dald (f) Ho : Anew > Aald, H1: Anew < dold (g) Họ : Anew < ddd, H1: Anew > lold (h) Họ : Anerw = ddld, H1: Anew # dold %3D What is your P-value? P-value number (rtol=0.1, atol=0.0001) What is your conclusion at a 9% significance level? ? O (a) There has been a reduction in the number of accidents O (b) The test is inconclusive
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