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and 4 Math
LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score.LAB 5: STL VECTORS
In C++, the basic array doesn't let you resize it and it doesn't keep track of the amount of elements within it. You can make a dynamic array using pointers, but you still have to manually manage that data and keep a variable to keep track of the amount of item stored in it vs. the size of the array.. In other languages, it is quite common to have some sort of resizable array class as aLAB 7: EXCEPTIONS
Topics: Try/Catch Statements, noexcept Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.eduSETS: SET BASICS
Discrete Structures I: Sets: Set Basics Textbooks: Ensley & Crawley: Chapter 3.1 Johnsonbaugh: Chapter 1.1 More info about sets Order doesn’t matter: Two sets with the same elements but a di erent NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises are TEXTBOOKS: ENSLEY & CRAWLEY: CHAPTER 4.5 JOHNSONBAUGH Discrete Structures I: Functions and Relations: Equivalence Relations KEY Textbooks: Ensley & Crawley: Chapter 4.5 Johnsonbaugh: Chapter 3.4Answer Key Functions and Relations: Equivalence Rela- GRAPHS IN PUZZLES AND GAMES 2. Water Jug Game (16/16) In the Water Jug Game, there is some amount of water Notes that starts out in a pail. Using only two jugs of certain sizes, you have to measure some amount of water. PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
ANSWER KEY COMBINATORICS: THE RULE OF SUMS Discrete Structures II: Combinatorics: The Rule of Sums KEY Textbooks: Ensley & Crawley: Chapter 5.2 Johnsonbaugh: Chapter 6.2, 6.3 Question 2 In a class of 12 students, there are 5 CS students, 3 IT students,and 4 Math
LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score.LAB 5: STL VECTORS
In C++, the basic array doesn't let you resize it and it doesn't keep track of the amount of elements within it. You can make a dynamic array using pointers, but you still have to manually manage that data and keep a variable to keep track of the amount of item stored in it vs. the size of the array.. In other languages, it is quite common to have some sort of resizable array class as aLAB 7: EXCEPTIONS
Topics: Try/Catch Statements, noexcept Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.eduSETS: SET BASICS
Discrete Structures I: Sets: Set Basics Textbooks: Ensley & Crawley: Chapter 3.1 Johnsonbaugh: Chapter 1.1 More info about sets Order doesn’t matter: Two sets with the same elements but a di erent NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises are TEXTBOOKS: ENSLEY & CRAWLEY: CHAPTER 4.5 JOHNSONBAUGH Discrete Structures I: Functions and Relations: Equivalence Relations KEY Textbooks: Ensley & Crawley: Chapter 4.5 Johnsonbaugh: Chapter 3.4Answer Key Functions and Relations: Equivalence Rela- GRAPHS IN PUZZLES AND GAMES 2. Water Jug Game (16/16) In the Water Jug Game, there is some amount of water Notes that starts out in a pail. Using only two jugs of certain sizes, you have to measure some amount of water. PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
COMBINATORICS: PERMUTATIONS, RULE OF SUMS, RULE OF Discrete Structures II: Combinatorics: Permutations, Rule of Sums, Rule of Products, Rule of Complements Textbooks: Ensley & Crawley: Chapter 5.2 JohnsonbaughSETS: SET BASICS
Discrete Structures I: Sets: Set Basics Textbooks: Ensley & Crawley: Chapter 3.1 Johnsonbaugh: Chapter 1.1 More info about sets Order doesn’t matter: Two sets with the same elements but a di erent COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3LAB 5: STL VECTORS
Topics: Introduction to Vectors Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score.LAB 7: EXCEPTIONS
Topics: Try/Catch Statements, noexcept Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. RELATIONS - EDU.MOOSADER.COM 2. Binary Relations Notes Domain: Set of all possible inputs Codomain: Set of all possible outputs. f : A B→ function f, with input from set A, & output from set B. R : A B→ CS 200 - LAB 3: WHILE LOOPS - MOOSADEE.COM Write a program that will keep asking the user to guess a number, and will only stop once they guess the number. Create an integer named secretNumber, and assign it your favorite number.Also create an integer variable named playerGuess.. Create a dowhile loop that will ask the user to guess a number, display a message if it's too high or too low (hint: use an if statement here inside the loop). GRAPHS IN PUZZLES AND GAMES 2. Water Jug Game (16/16) In the Water Jug Game, there is some amount of water Notes that starts out in a pail. Using only two jugs of certain sizes, you have to measure some amount of water. PROOFS: PROOF BY CONTRADICTION, PROOF BY CON- TRAPOSITIVE Discrete Structures I: Proofs: Proof by Contradiction, Proof by Contrapositive Textbooks: Ensley & Crawley: Chapter 2.1, 2.5 Johnsonbaugh: Chapter 2.2PROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.edu LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.eduTHE RULE OF SUMS
The Rule of Sums Written by Rachel Singh, last updated Nov 15, 2018 CS 200 - RACHEL'S COURSE - MOOSADER About static members. We can use the keyword static with a member variable of a class in order to create a variable that is shared by all instantiations of that class. So, let's say we have a class like Student, and we can make many Students.Each Student will have names, grades, classes, etc. But, we can also embed a static variable in the Student class, which will be shared by all students CS 200 - RACHEL'S COURSE - MOOSADER Questions . Fill these out while doing the lab, or afterward, and turn in as part of your assignment. What is the address-of operator? What is the size of a single bool variable, in bytes?; What is the size of an array of 4 bool variables, in bytes?; What is the dereferenceoperator?
CS 134 - LAB 1: CONVERTING TO/FROM BINARY Topics: Data representation, binary, and decimal numbers. Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Turn in (non-programming): For paper assignments, turn in the typed out document, or a 7.6 GRAPH THEORY: GRAPHS IN PUZZLES AND GAMES Discrete Structures II: Graph Theory: Graphs in Puzzles and Games Textbooks: Ensley & Crawley: Chapter 7.5 Question 1 Build out a graph from the state where the Wolf, Goat, Traveller, and ISOMORPHISM AND PLANARITY 1. Isomorphism (6/32) Notes an isomorphism of graphs G and H is a bijection between the vertex sets of G and H f : V(G) V(H)→ such that any two vertices u and v of G7.6 GRAPH THEORY
Discrete Structures II: Graph Theory: Introduction Textbooks: Ensley & Crawley: Chapter 7.1 Connected, subgraphs A graph is connected if there is a walk between any pair of distinct CS 200 - RACHEL'S COURSE Looking at the direction parameter, set the appropriate member variable (m_ptrNorth, m_ptrSouth, m_ptrEast, m_ptrWest) to the ptrLocation.. So for example, if direction == north, only then will you set m_ptrNorth = ptrLocation.. m_ptrNorth, m_ptrSouth, m_ptrEast, and m_ptrWest are all neighbors of the current location you're working with. This function allows you to set the addresses these CS 200 - RACHEL'S COURSE - EDU2.MOOSADER.COM What is a variable? A variable is a named "container" where you can store data in your program for use later. Examples might be a user's age, the user name, an account balance, an address, etc. 7.6 GRAPH THEORY: HAMILTONIAN CYCLES & THE TSP Discrete Structures II: Graph Theory: Hamiltonian Cycles & the TSP Textbooks: Ensley & Crawley: Chapter 7.7 7.6.2 Travelling Salesperson The \TSP" is another type of problem that asks the following: a \Given a list of cities and the distances between each pair of cities, LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.edu LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.eduTHE RULE OF SUMS
The Rule of Sums Written by Rachel Singh, last updated Nov 15, 2018 CS 200 - RACHEL'S COURSE - MOOSADER About static members. We can use the keyword static with a member variable of a class in order to create a variable that is shared by all instantiations of that class. So, let's say we have a class like Student, and we can make many Students.Each Student will have names, grades, classes, etc. But, we can also embed a static variable in the Student class, which will be shared by all students CS 200 - RACHEL'S COURSE - MOOSADER Questions . Fill these out while doing the lab, or afterward, and turn in as part of your assignment. What is the address-of operator? What is the size of a single bool variable, in bytes?; What is the size of an array of 4 bool variables, in bytes?; What is the dereferenceoperator?
CS 134 - LAB 1: CONVERTING TO/FROM BINARY Topics: Data representation, binary, and decimal numbers. Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Turn in (non-programming): For paper assignments, turn in the typed out document, or a 7.6 GRAPH THEORY: GRAPHS IN PUZZLES AND GAMES Discrete Structures II: Graph Theory: Graphs in Puzzles and Games Textbooks: Ensley & Crawley: Chapter 7.5 Question 1 Build out a graph from the state where the Wolf, Goat, Traveller, and ISOMORPHISM AND PLANARITY 1. Isomorphism (6/32) Notes an isomorphism of graphs G and H is a bijection between the vertex sets of G and H f : V(G) V(H)→ such that any two vertices u and v of G7.6 GRAPH THEORY
Discrete Structures II: Graph Theory: Introduction Textbooks: Ensley & Crawley: Chapter 7.1 Connected, subgraphs A graph is connected if there is a walk between any pair of distinct CS 200 - RACHEL'S COURSE Looking at the direction parameter, set the appropriate member variable (m_ptrNorth, m_ptrSouth, m_ptrEast, m_ptrWest) to the ptrLocation.. So for example, if direction == north, only then will you set m_ptrNorth = ptrLocation.. m_ptrNorth, m_ptrSouth, m_ptrEast, and m_ptrWest are all neighbors of the current location you're working with. This function allows you to set the addresses these CS 200 - RACHEL'S COURSE - EDU2.MOOSADER.COM What is a variable? A variable is a named "container" where you can store data in your program for use later. Examples might be a user's age, the user name, an account balance, an address, etc. 7.6 GRAPH THEORY: HAMILTONIAN CYCLES & THE TSP Discrete Structures II: Graph Theory: Hamiltonian Cycles & the TSP Textbooks: Ensley & Crawley: Chapter 7.7 7.6.2 Travelling Salesperson The \TSP" is another type of problem that asks the following: a \Given a list of cities and the distances between each pair of cities, LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.edu LAB 8: ALGORITHM EFFICIENCY Topics: Algorithm Efficiency, Searching Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Assignments must build: Assignments that don't build will automatically just be given a flat 50% score. SOLVING RECURRENCE RELATIONS 1. Guessing Formulas Maybe you would investigate the numbers and see if there was a linear difference between each one 2 5 8 11 14 +3 +3 +3+3
ANSWER KEY COMBINATORICS: INTRO AND STRUCTURES Discrete Structures II: Combinatorics: Intro and Structures KEY Textbooks: Ensley & Crawley: Chapter 5.1, 5.2, 5.3, 5.4 Johnsonbaugh: Chapter 6.1, 6.2, 6.3 NUMBER THEORY: REPRESENTATIONS OF INTEGERS Discrete Structures I: Number Theory: Representations of Integers Textbooks: Ensley & Crawley: Chapter 2.6 Johnsonbaugh: Chapter 5.2 Instructions: In-class exercises areCOMBINATIONS
1. Combinations A combination is written as C(n, r).For Combination problems, you need two pieces of information: n, the amount of items we have to select from r, the amount of items that we’re selecting. The formula for C(n, r) is: (5/30) PUBLICDOMAIN.MOOSADER.COM Prismages. About this project. Prismages is a project to create a public domain set of magical people (inspired by magical girl manga/anime I loved growing up), with the intention of creating games and other media around them, but also providing a jumping off point for others to remix, add on to, or play around with the characters andconcepts.
PIPI SUWI - TOKI PONA COMPOUND WORD TREE That's funny. a soweli - yelp (animal sound) (matthew, 2007-09-16) akesi n non-cute animal, reptile, amphibian. akesi kiwen tomo - turtle (elumutu, 2007-04-25) akesi li pana e telo moli - The snake emitted venom ('deadly fluid') akesi lili - small reptile/amphibian/frog. akesi linja - snake, serpent. akesi pi tomo kiwen - turtle, tortoisePROOFS: EXAM REVIEW
Discrete Structures I: Proofs: Exam Review KEY Textbooks: Answer key 1.If n is even, then n+ 8 is even. n = 2k, n+ 8 => 2k + 8 = 2(k + 4) 2.If n is even, then the product of n and its successor is even. PREDICATES AND QUANTIFIERS 1. Predicates Notes Predicates are similar to propositions, except that predicates take an input, and the result will be a proposition that is either true or false based on that input. If we make astatement like,
CS 134 - QUICK REFERENCE - RACHEL'S COURSE CS 134 Homepage . JCCC: CS 134 (Programming Fundamentals) Instructor Rachel Singh, (913) 999-8271 JCCC: rmorri38@jccc.eduTHE RULE OF SUMS
The Rule of Sums Written by Rachel Singh, last updated Nov 15, 2018 CS 200 - RACHEL'S COURSE - MOOSADER About static members. We can use the keyword static with a member variable of a class in order to create a variable that is shared by all instantiations of that class. So, let's say we have a class like Student, and we can make many Students.Each Student will have names, grades, classes, etc. But, we can also embed a static variable in the Student class, which will be shared by all students CS 200 - RACHEL'S COURSE - MOOSADER Questions . Fill these out while doing the lab, or afterward, and turn in as part of your assignment. What is the address-of operator? What is the size of a single bool variable, in bytes?; What is the size of an array of 4 bool variables, in bytes?; What is the dereferenceoperator?
CS 134 - LAB 1: CONVERTING TO/FROM BINARY Topics: Data representation, binary, and decimal numbers. Group work: Group work is allowed for the labs, but each person must do their own coding and each person must turn in an assignment. Copying other peoples' code / code files is not allowed. Copied assignments will receive 0% for everybody involved. Turn in (non-programming): For paper assignments, turn in the typed out document, or a 7.6 GRAPH THEORY: GRAPHS IN PUZZLES AND GAMES Discrete Structures II: Graph Theory: Graphs in Puzzles and Games Textbooks: Ensley & Crawley: Chapter 7.5 Question 1 Build out a graph from the state where the Wolf, Goat, Traveller, and ISOMORPHISM AND PLANARITY 1. Isomorphism (6/32) Notes an isomorphism of graphs G and H is a bijection between the vertex sets of G and H f : V(G) V(H)→ such that any two vertices u and v of G7.6 GRAPH THEORY
Discrete Structures II: Graph Theory: Introduction Textbooks: Ensley & Crawley: Chapter 7.1 Connected, subgraphs A graph is connected if there is a walk between any pair of distinct CS 200 - RACHEL'S COURSE Looking at the direction parameter, set the appropriate member variable (m_ptrNorth, m_ptrSouth, m_ptrEast, m_ptrWest) to the ptrLocation.. So for example, if direction == north, only then will you set m_ptrNorth = ptrLocation.. m_ptrNorth, m_ptrSouth, m_ptrEast, and m_ptrWest are all neighbors of the current location you're working with. This function allows you to set the addresses these CS 200 - RACHEL'S COURSE - EDU2.MOOSADER.COM What is a variable? A variable is a named "container" where you can store data in your program for use later. Examples might be a user's age, the user name, an account balance, an address, etc. 7.6 GRAPH THEORY: HAMILTONIAN CYCLES & THE TSP Discrete Structures II: Graph Theory: Hamiltonian Cycles & the TSP Textbooks: Ensley & Crawley: Chapter 7.7 7.6.2 Travelling Salesperson The \TSP" is another type of problem that asks the following: a \Given a list of cities and the distances between each pair of cities, Games | Lessons | Zines and Comics | Constructed Languages | Creative Commons and Public Domain | Blog |About
GAMES
Independently made video games, beginning from when Rachel was 12! :o GIFT GRAB: CHRISTMAS QUANDARYMATH KINGDOM QUEST
Go to Games page >>
LESSONS
Rachel began making game programming tutorials back in 2008 on YouTube, and since then, has taught various workshops for kids, as well as taught college-level Computer Science courses. Rachel believes that knowledge should be free and open, and makes their resourcespublicly available.
CS200: CONCEPTS OF PROGRAMMING ALGORITHMS USING C++ CS250: DATA STRUCTURES USING C++ CS210: DISCRETE STRUCTURES I CS211: DISCRETE STRUCTURES II BEGINNER'S GUIDE TO GAME PROGRAMMING Go to Lessons page >>ZINES AND COMICS
RACHEL'S ZINES 2020
RACHEL'S ESPERANTO READERGo to Zines page >>
CONSTRUCTED LANGUAGES All constructed language content (Esperanto, Láadan, etc.) is located on the separate Áya Dan Conlangs website. :) Go to the Áya Dan Conlangs homepage >> CREATIVE COMMONS AND PUBLIC DOMAIN WORK Having access to free graphics, music, and more is important for creativity - especially for those still learning to make games, websites, movies, and whatever else. Here you will find collections of free-to-use, either Public Domain or Creative Commons-Attribution licensed works that various people have contributed to this website.:)
CHARACTER SPRITES >> ENVIRONMENT TEXTURES >>MUSIC >>
USER INTERFACE ART >>BLOG
To be re-implemented :)ABOUT
Be Creative, Be Kind Moosader is various things and has evolved much over the years, it can be a little hard to describe what "it" is. Rachel Wil Sha Singh (originally Rachel Morris) first went by Moosader as their screen name to post projects under, but now Moosader refers to just... this "company" - this sole proprietorship. It is still primarily Rachel working on projects solo, but occasionally taking on mentees or interns to teach them how to make games or other creative works. Moosader isn't specifically an indie _game development studio_, however: Rachel also works on tutorials/lessons/courses (as well as teaches Computer Science coursework at a local college), they write zines and comics, and try to provide whatever resources others may need to learn, grow, and be creative themselves. More Moosader info >>Moosader LLC
Kansas City metro area(816) 607-1885
Rachel@Moosader.com
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