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MATH368 Project 1

— PROJECT 1 — MATH 368, S2 2023 Dr. A. Alpers Deadline: 17/04/2023 [5+5 points] Your group has a special pdf πg for generating a discrete random variable X with values in {1, 2, 3}. This πg = (π(1),π(2),π(3)) with π(i) = Pr(X = i), i = 1,2,3, is obtained as follows: Subtract your group …

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Assignment1 Marking Criteria

Assignment 1: Marking Scheme 1. Overall Layout [4 marks] – Thebrowserwindowisdividedintotwoormoreframes. – Noframebordersarevisible.Oneexceptionistheuseofscrollbar(e.g.,whentheshoppingcart contains so many products that you don¡¯t wish to show a long list of items all at once). – Websitelogoappearsatthetopofthewebpage. – Anavigationbarappearsontheleft-hand-sideoratthetopofthewebpage. – Asearchboxappearsallthetimeonthepage. – Theshoppingcartappearsatthebottom-rightcornerorasapop-upwindowandcanbeeasilymoved around using the mouse. 2. Category Hierarchy [7 marks] – Thenavigationbarshowsallthetop-levelcategories(atleastfive)ofitemsintheshop. – Uponclickingormouseover,thetop-levelcategoryexpandstoshowthecorrespondingsecond- level categories. The …

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Homework chapter 6

Homework chapter 6: Do 5 of the following exercises (due by 4/10) 1. Prove Theorem 0.1 Theorem 0.1. Let a, b and c be integers. (a) If a ̸= 0, a|a. (b) If a|b and b|a then b=±a. (c) If a|b and b|c then a|c. 2. Prove that the following are true for every integer …

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CSI2120 Assignment3

Université d’Ottawa Faculté de génie École de science d’informatique et de génie électrique University of Ottawa Faculty of Engineering School of Electrical Engineering and Computer Science Mini-Sudoku Assignment 3 CSI2120 Programming Paradigms Winter 2023 Due on April 10th 2023, 11 :30 PM 8% – 10 points A mini-sudoku is an array of 4×4 in which …

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