Assignment 2 URBS 336

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School

Concordia University *

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Course

362

Subject

Statistics

Date

Apr 3, 2024

Type

pdf

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3

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Assignment 2 URBS 362 - Winter 2024 Submission Deadline: March 20, 2024, at 2:30 p.m. General Instructions This is a two-person assignment. Assignments from one-person teams are allowed. Three person teams are not accepted. Assignments are done on the student’s own time. The assignments must be handed over in paper format in class or in the instructor’s mailbox at the department. Answers can be typed (e.g., word processor) or handwritten. Please write clearly because words and numbers that cannot be read without difficulty will count as not written. Please submit only one assignment per team. For each question provide: a. A short justification of the statistical test you selected. A reference to a one-tailed or a two-tailed test does not answer adequately to this question (0.8 points). b. The statistical hypotheses (null and alternative hypotheses). The mathematical notation is not accepted (0.5 points). c. The calculations and the results of the statistical test (1.1 points). d. Your interpretation of the results of the statistical test. Specify if you accept or you reject the null hypothesis and give the practical implications. The level of significance ( ) is 5% (or 0.05). (0.6 points). Each question is worth 3 points for a total of 9 points. The teaching assistant and course instructor do not provide help on the theory of the course. α
Questions Involving Hand Calculations Question 1 Following political pressure from residents of Canterbury Street, funding is now available to install a noise barrier. Different approaches can be taken to install a barrier. The choice of the approach is important because it can lead to different proportions of gaps. Previous studies have shown a link between the percentage of area occupied by gaps and the reduction in noise level. Using the data available below, please confirm if such a relationship exists. In case of a significant relationship, what is the decrease in decibels if we have a percentage of gaps of five percent (bonus of 0.3 points for an adequate and detailed answer)? Percentage of Gap, Noise Reduction, and Calculations Reading Percentage (p) Noise reduction (n) A 25.0 0 17.90 320.56 -8.43 71.04 -150.91 B 13.0 3 5.90 34.86 -5.43 29.47 -32.05 C 6.0 6 -1.10 1.20 -2.43 5.90 2.66 D 3.0 9 -4.10 16.77 0.57 0.33 -2.34 E 1.5 11 -5.60 31.31 2.57 6.61 -14.39 F 0.8 14 -6.32 39.89 5.57 31.04 -35.19 G 0.4 16 -6.71 44.97 7.57 57.33 -50.77 Sums 49.7 59 0.00 489.57 0.00 201.71 -282.99 ( p ) p ¯ ( p p ¯) 2 ( n ) n ¯ ( n n ¯) 2 ( p )( n ) p ¯ n ¯
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