13. PowerBall Lottery To play the PowerBall lottery, you buy a ticket that has five numbers in the range of 1. co and a "PowerBall" number in the range of 1-26. (You can pick the numbers yourself, or can let the ticket machine randomly pick them for you.) Then, on a specified date, a set of numbers is randomly selected by a machine. If your first five numbers match the first five winning numbers in any order, and your PowerBall number matches the winning Pow- erBall number, then you win the jackpot, which is a very large amount of money. If your numbers match only some of the winning numbers, you win a lesser amount, depending on how many of the winning numbers you have matched. In the student sample programs for this book, you will find a file named pbnumbers.txt, containing the winning PowerBall numbers that were selected between February 3, 2010 and May 11, 2016 (the file contains 654 sets of winning numbers). Figure 8-6 shows an example of the first few lines of the file's contents. Each line in the file contains the set of sla numbers that were selected on a given date. The numbers are separated by a space, and last number in each line is the PowerBall number for that day, For example, the first liie winning the file shows the numbers for February 3, 2010, which were 17, 22, 36, 37, 52, and the PowerBall number 24. pbnumbers.txt - Notepad File Edit Format View Help 17 22 36 3752 24 14 22 52 5459 04 05 08 29 37 38 34 10 14 30 40 51 01 07 08 19 26 36 15 13 27 37 41 54 32 04 17 35 50 57 12 Ln 1, Col 1 Write one or more programs that work with this file to perform the following: Display the 10 most common numbers, ordered by frequency Display the 10 least common numbers, ordered by frequency Display the 10 most overdue numbers (numbers that haven't been drawn in a long time), ordered from most overdue to least overdue Display the frequency of each number 1-69, and the frequency of each Powerball number 1–26
13. PowerBall Lottery To play the PowerBall lottery, you buy a ticket that has five numbers in the range of 1. co and a "PowerBall" number in the range of 1-26. (You can pick the numbers yourself, or can let the ticket machine randomly pick them for you.) Then, on a specified date, a set of numbers is randomly selected by a machine. If your first five numbers match the first five winning numbers in any order, and your PowerBall number matches the winning Pow- erBall number, then you win the jackpot, which is a very large amount of money. If your numbers match only some of the winning numbers, you win a lesser amount, depending on how many of the winning numbers you have matched. In the student sample programs for this book, you will find a file named pbnumbers.txt, containing the winning PowerBall numbers that were selected between February 3, 2010 and May 11, 2016 (the file contains 654 sets of winning numbers). Figure 8-6 shows an example of the first few lines of the file's contents. Each line in the file contains the set of sla numbers that were selected on a given date. The numbers are separated by a space, and last number in each line is the PowerBall number for that day, For example, the first liie winning the file shows the numbers for February 3, 2010, which were 17, 22, 36, 37, 52, and the PowerBall number 24. pbnumbers.txt - Notepad File Edit Format View Help 17 22 36 3752 24 14 22 52 5459 04 05 08 29 37 38 34 10 14 30 40 51 01 07 08 19 26 36 15 13 27 37 41 54 32 04 17 35 50 57 12 Ln 1, Col 1 Write one or more programs that work with this file to perform the following: Display the 10 most common numbers, ordered by frequency Display the 10 least common numbers, ordered by frequency Display the 10 most overdue numbers (numbers that haven't been drawn in a long time), ordered from most overdue to least overdue Display the frequency of each number 1-69, and the frequency of each Powerball number 1–26
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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