'Factorial' presentation slideshows

Stats/Methods II

Stats/Methods II. JEOPARDY. Jeopardy. Repeated-Measures ANOVA. Compare & Contrast. Factorial Design. Factorial ANOVA. Surprise. $100. $100. $100. $100. $100. $ 200. $200. $200. $200. $200. $300. $300. $300. $300. $300. $400. $400. $400. $400. $400. $500. $500. $500.

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3.5 Recursion, C and Beyond

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Algebra

Algebra. February 22 , 2013. Warm-up. When you come into the classroom: Get a writeboard. Get out some paper and a pencil. Get ready to take notes. On your writeboard : How many permutations are there for 8 paintings hung on the wall out of 10 paintings. Quiz Today.

898 views • 44 slides

Functions

Functions. CS/APMA 202 Rosen section 1.8 Aaron Bloomfield. Definition of a function. A function takes an element from a set and maps it to a UNIQUE element in another set. Function terminology. f maps R to Z. f. R. Z. Co-domain. Domain. f(4.3). 4. 4.3. Pre-image of 4.

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Comp 110/401 Recursion

Comp 110/401 Recursion. Instructor: Prasun Dewan. Prerequisites. Conditionals. Recursion. English definition Return (Oxford/Webster) procedure repeating itself indefinitely or until condition met, such as grammar rule (Webster) English examples adequate : satisfactory

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Comp 110/401 Recursion

Comp 110/401 Recursion. Instructor: Prasun Dewan. Prerequisites. Conditionals. Recursion. English definition Return (Oxford/Webster) procedure repeating itself indefinitely or until condition met, such as grammar rule (Webster) English examples adequate : satisfactory

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Comp 110 Recursion

Comp 110 Recursion. Instructor : Jason Carter. Recursion. English Return (Oxford/Webster) procedure repeating itself indefinitely or until condition met, such as grammar rule (Webster) adequate : satisfactory satisfactory : adequate recursion : recursion Mathematics

466 views • 31 slides

Programming Languages and Compilers (CS 421)

Programming Languages and Compilers (CS 421). Dennis Griffith 0207 SC, UIUC http://www.cs.illinois.edu/class/cs421/. Based in part on slides by Mattox Beckman, as updated by Vikram Adve, Gul Agha, and Elsa Gunter. Untyped ? -Calculus. Only three kinds of expressions:

411 views • 30 slides

Chapter 7 Logic, Sets, and Counting

Chapter 7 Logic, Sets, and Counting. Section 4 Permutations and Combinations. 7.4 Permutations and Combinations.

470 views • 28 slides

Section 1.4: Hamiltonian Circuits

Math for Liberal Studies. Section 1.4: Hamiltonian Circuits. A New Kind of Problem. A postal worker needs to take several packages from the post office, deliver them to the four locations shown on the map, and then return to the office. A New Kind of Problem.

443 views • 28 slides

Chapter 4

Chapter 4. Sequences and Mathematical Induction. 4.1. Sequences. Sequences. The main mathematical structure used to study repeated processes is the sequence.

352 views • 24 slides

Feb 7, 2015

Clojure 2. Feb 7, 2015. Functions. The syntax to define a named function is: (defn function_name [ arguments ] expressions ) The value of the function is the value of the last expression evaluated The syntax of a function call is ( function arguments )

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Lecture 12

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Math 50

Math 50. Basic Math. Math 50. 2008-2009 Dev-Ed Math Statistics Carnegie Learning Cognitive Tutor Structure of Math 50 Student Placement Instruction Assessment The Pentagonal Model Mathematical Problem Solving and Student Logs. Bellingham Technical College 2008-2009 ABE/GED Students.

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Other WC16 Instructions

Other WC16 Instructions. Lecture L7.4. Other Instructions. when lit => tload <= '1'; nload <= '1'; tsel <= "001"; dpush <= '1';. LIT. Load inline literal to T and push data stack. when jb0LO => pload <= not B(0); psel <= '0'; pinc <= B(0);. JB0LO.

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Probability!

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Traveling-Salesman Problem

Traveling-Salesman Problem. Ch. 6. Hamilton Circuits. Euler circuit/path => Visit each edge once and only once Hamilton circuit => Visit each vertex once and only once (except at the end, where it returns to the starting vertex) Hamilton path => Visit each vertex once and only once

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#include< stdio.h > #include< conio.h > #include< math.h > void main() { unsigned long int a;

ADDING DIGITS. #include< stdio.h > #include< conio.h > #include< math.h > void main() { unsigned long int a; int i,b,sum =0; clrscr (); printf ("enter a no. to add digits of"); scanf ("% lu",&a ); while(a>0) { b=a%10; sum= sum+b ; a=a/10; }

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Recursion and Recurrence Relations

205 views • 4 slides