A student records the number of vehicles that pass through a toll road lane, as shown in the following listCalculate:(a) what is the volume of vehicles per hour? 8:35-8:40104km/hour8:40-8:45109km/hour8:45-8:50116km/hour8:50-8:55122km/hourkm/hourkm/hourkm/hourkm/hourkm/hourkm/hour8:55-9:001309:00-9:051219:05-9:101019:10-9:151059:15-9:201309:20-9:251039:25-9:30107km/hourkm/hour9:30-9:35105

Answered: Image /qna-images/answer/4bc3c56f-bb03-4ed2-a01b-a76965dc412c.jpg

Answered: 8:35-8:40 8:40-8:45 km/hour 109 104…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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B9
Find the accident rate at a road intersection per million entering vehicles if the average daily traffic is 325 and 1,766 accidents had occurred in the last 5 years. Express your answer in whole number.
Commuters choose auto or bus for their trips. The utility function for each travel mode was calibrated as follows: where V=C-0.10* X₁ -0.13* X₂-0.12 X3-0.0045 X4 * V = observable utilities; C = constant; X₁ = waiting time (min); X₂ = travel time (min); X3 = parking time (min); X₁ = out-of-pocket cost (cents). The values of the parameters in the above utility function for each mode are shown below. C X₁ (min) X₂ (min) X3 (min) X4 (cents) 225 100 Mode Auto Bus Mode Light rail -0.33 -0.27 с 0 10 (a) Calculate the mode splits of auto and bus using the multinomial logit model. (b) In the part (a), the new light rail will be added as the third mode of travel. The utility function for light rail is the same as above and the values of the parameters for light rail are shown below. 0 20 35 5 0 X₁ (min) X₂ (min) 15 25 X3 (min) X4 (cents) 0 150 Predict the mode splits of auto, bus and light rail using the multinomial logit model. (c) Does the result in (b) make intuitive sense? Comment on the…
Observe and describe the traffic situation in your own town/city. Identify the problems in traffic (roads, bridges, congestion, and others).
At a specified point on a highway, vehicles are known to arrive according to a Poisson process. Vehicles are counted in 20-second intervals, and vehicle counts are taken in 120 of these time intervals. It is noted that no cars arrive in 18 of these 120 intervals. Approximate the number of these 120 intervals in which exactly three cars arrive.
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Vehicle time headways and spacings were measured at a point along a highway, from a single-lane rural roadway, over the course of an hour. The average values were calculated as 2.5 seconds per vehicles for headway and 200 feet per vehicle for spacing. What is the density, in vehicle per mile?
Vehicles leave an airport parking facility (arrive at parking fee collection booths) at a rate of 400 veh/h (the time between arrivals is exponentially distributed). The parking facility has a policy that the average time a patron spends in a queue waiting to pay for parking is not to exceed 3 seconds. If the time required to pay for parking is exponentially distributed with a mean of 12 seconds, what is the smallest number of payment processing booths that must be open to keep the average time spent in a queue below 3 seconds?
22
Example: The total number of vehicles in each month are given in the table below. Find:- い همر المرسر لت 1- ADT for each month 2- AADT 365 Month 1 3 4 8 10 12 28 ADT Total No. of no. of vehicles (×1000) (00 x pda) 425 days 13.7 31 14.6 410 12.4 385 30 13.2 31 14.5 450 16.6 31 18.7 31 18.3 570 16.3 31 13.5 420 31 13.8 415 30 12.9 31 Sum
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8:35-8:40 8:40-8:45 km/hour 109 104 km/hour km/hour km/hour km/hour km/hour km/hour km/hour km/hour 103 8:45-8:50 116 8:50-8:55 122 8:55-9:00 130 9:00-9:05 121 9:05-9:10 101 9:10-9:15 105 9:15-9:20 130 9:20-9:25 km/hour 9:25-9:30 107 km/hour