Intermediate Division Theory - Contest Years 2001-02 to 2021-22


TA ACSL Intermediate Division Theory 2001-2021

Talent academy offers courses containing the Intermediate Division 2001-2021 Coding problems that were given by the American Computer Science League (ACSL) during the nine academic years, 2011-12 through 2019-20. The coding questions are solved by writing a computer program and running the program on the ACSL test data. Each question contains sample data to help students test and debug their programs; the test data is designed to be trickier! Each year consists of 4 regular-season contests, each session has a different coding problem set and an end-of-year Finals competition which comprises two or more problem sets. This course is for Intermediate students to challenge themselves with different coding problems.


ACSL arranges international computer science and computer programming competitions for all levels. The intermediate level is slightly easier than the senior division competition. Over 300 individuals along with their teams from around the world like the United States, Canada, Europe, Africa, other countries participate in all the levels respectively, which has been operational for many years now. It is approved by the NASSP. Competitions provided by ACSL and through Talent academy are from 2001 to 2021. The best suited High school students with prior programming experience, particularly those pursuing AP Computer Science, are best suited. As we all know, Advanced Placement Computer Programming is a collection of Advanced Placement science courses and assessments in the United States. The College provides them.


Recursive Functions, Computer Number Systems What is the purpose of this programme? The curriculum covers Pre/Post/Infix Notation, Bit-String Flicking, LISP, Boolean Algebra, Data Structures, Finite State Automation (FSA)/Regular Expressions, Graph Theory, Digital Electronics, Assembly Language, and a variety of other challenging and interesting topics. All of the curriculum topics are extremely useful in terms of future career opportunities. One of the most frequently seen topics throughout the competition is Boolean Algebra. As a result, all previous year's question papers provide a lot of practice and broad exposure to different types of questions. Students can make better use of their time as a result of this. Not only that, but students gain confidence and can perform exceptionally well by practising with previous question papers. Final qualification: The top 65% of teams from the preliminary round are invited to attend the final competition. Requirements: Each team can use the programming language they are most familiar with to solve the contest questions. But NOTE no participant is allowed to use WIFI or other internet sources during the competition. Grading: Individual scores: Individual scores along with individual programming scores are taken together. Team scores: Average of the team written score with the average of the team programming scores are taken along with them. Team awards are based on the level you are participating with the team or individually.


Pre-Requisite? While it is not necessary, to begin with, the fundamentals in order to compete in the ACSL, it is strongly recommended. Students should apply to the Talent Academy's foundational programming / flowchart courses as soon as possible, and then register for the ACSL previous years module paper access modules, which will give them a jumpstart and prepare them for the actual event.


Details : https://www.acsl.org/about
Student Guide : https://www.acsl.org/get-started/student-guide
Student Material : https://www.acsl.org/get-started/study-materials



Exercises

  • Decimal to octal
  • Decimal to Binary
  • Decimal to Hexadecimal
  • Octal to Decimal
  • Octal to Binary
  • Octal to Hexadecimal
  • Hexadecimal to Decimal
  • Hexadecimal to Binary
  • Hexadecimal to octal
  • Binary to Decimal
  • Binary to octal
  • Binary to Hexadecimal

Concepts

  • Evaluate Prefix
  • prefix to infix
  • Prefix to postfix
  • Infix to Prefix
  • Infix to Postfix
  • Postfix to Prefix
  • Evaluate Postfix

  • Bit-String Flicking
  • Boolean Algebra
  • Computer Number Systems
  • Data Structures
  • Digital Electronics
  • Graph Theory
  • LISP
  • Prefix/Infix/Postfix Notation
  • Recursive Functions
  • Regular Expressions
  • What Does This Program Do?

2021-2022

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4

2020-2021

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2019-2020

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2018-2019

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2017-2018

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2016-2017

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2015-2016

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2014-2015

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2013-2014

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2012-2013

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2011-2012

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2010-2011

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2009-2010

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2008-2009

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2007-2008

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2006-2007

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2005-2006

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2004-2005

  • Contest1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2003-2004

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest

2002-2003

  • Contest 1
  • Contest 2
  • Contest 3
  • All-Star Contest

2001-2002

  • Contest 1
  • Contest 2
  • Contest 3
  • Contest 4
  • All-Star Contest