# 589. Speed CamerasThe number of car accidents along the highway between Cukier City and Fugeville has historically occurred at amean rate of 6 per month. Concerned with this rate, town officials agreed to install speed cameras along thehighway. In the first month of operation, the number of accidents was 2. If the number of accidents can bemodelled as a Poisson distribution, can the town officials conclude that there has been a reduction in thenumber of accidents? State your null and alternative hypothesis.O (a) Ho : Anero Adds H1 : Anew = loldO (b) Ho : Anew dadds H1 : Anew dold(d) Ho : Anero < dalds H1 : Anew> daldO (e) Ho : Anerw = Xdd, H1: Anew doldO (f) Ho : Anew < dald, H1: Aneu 2 lold(g) Ho : Anew 2 dds H1: Anew < dold(h) Họ : Anew > dalds H1: Anew loldWhat is your P-value?P-value number (rtol=0.1, atol=0.0001)What is your conclusion at a 8% significance level? ?O (a) There has been a reduction in the number of accidentsO (b) The test is inconclusive

Name: # 589. Speed CamerasThe number of car accidents along the highway bet
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Description: # 589. Speed CamerasThe number of car accidents along the highway between Cukier City and Fugeville has historically occurred at amean rate of 6 per month. Concerned with this rate, town officials agreed to install speed cameras along thehighway. In

here mean rate of accidents per month = λ=6 Let x be the random variable having Poisson distribution…

Answered: 5 per month. Concerne- e first month of…

Math

Statistics

5 per month. Concerne- e first month of operat Poisson distribution, c- idents? State vour null

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Course: StatisticsA study conducted on the number of vehicles arriving per hour at a toll booth established the following results: The mean number of vehicles arriving per hour is 39, the standard deviation is 6 vehicles per hour, the proportion of trucks with respect to the total number of vehicles passing through the toll booth is 12%, according to these data, which one or ones are necessary to establish a Poisson distribution to measure the estimated number "X" of vehicles per hour?I. The average of 39 vehicles per hour.II. The standard deviation of 6 vehicles per hour.III. The ratio of 12% trucks. Select one:a. Only Ib. Only II.c. Only III.d. I and II.e. I and III.