QUIZ. Practice Quiz for roll taking. Provide the best answer from those shown.

Slides:



Advertisements
Similar presentations
What is Tic-Tac-Toe?.
Advertisements

Binomial Expansion and Maclaurin series Department of Mathematics University of Leicester.
Publiczne Gimnazjum im. Jana Pawła II w Stróży Polish Team
IGNITE – Fun with Math J. Sriskandarajah AMATYC Conference Anaheim, October 31, 2013
LMC 2008 Lancashire Mathematics Challenge 2008 County final.
Discrete Mathematics Study of discontinuous numbers.
This is a powerpoint to teach number sense tricks
The Teachers' Net is a consortium of teacher circles throughout the United States. The aim of a Teacher's Circle is to equip middle school teachers with.
Factor Tree’s and Prime Factorization Section 4-2.
Types of Number
Everyday Math 5th Grade: Unit One.
Review Questions. 1. Minimalism is A) little makes lots B) lots make little C) small ensemble D) electronic.
KS3 Mathematics N4 Powers and roots
15-5 The Binomial Theorem Pascal’s Triangle. At the tip of Pascal's Triangle is the number 1, which makes up the zeroth row. The first row (1 & 1)
EXCURSIONS IN MODERN MATHEMATICS SIXTH EDITION Peter Tannenbaum 1.
QUIZ. Practice Quiz for roll taking.  Provide the best answer from those shown.
Using Origami to Find Rational Approximations of Irrational Roots Jeremy Lee Amherst Regional High School Hudson River Undergraduate Mathematics Conference.
Sums of Consecutive Natural Numbers
F A T R N T EP N I D A Much of mathematics is based on patterns, so it is important to study patterns in math. We use patterns to understand our world.
DUYGU KANDEMİR
Final Projects Some simple ideas. Composition (1) program that "learns" some aspect of musical composition.
QUIZ. Practice Quiz for roll taking. Provide the best answer from those shown.
Algorithmic Art Mathematical Expansions –Geometric, Arithmetic Series, Fibonacci Numbers Computability –Turing Fractals and Brownian Motion, CA –Recursive.
Patterns 9/1 and 9/6. What is a pattern? A set of shapes or numbers that are repeated in a predictable way Understanding patterns is a basic skill for.
NUMBER SENSE AT A FLIP. Number Sense Number Sense is memorization and practice. The secret to getting good at number sense is to learn how to recognize.
Basic Laws Of Math x
GOLDEN MEAN AUKSO PJŪVIS. Definition of the Golden Rectangle The Golden Rectangle is a rectangle that can be split into a square and a rectangle similar.
QUIZ. Practice Quiz for roll taking. Provide the best answer from those shown.
Artificial Intelligence Introductory Lecture Jennifer J. Burg Department of Mathematics and Computer Science.
Infinities 6 Iteration Number, Algebra and Geometry.
Week 11 Similar figures, Solutions, Solve, Square root, Sum, Term.
Generative Music By: Ryan Bone, Andrew Reed, Kevin Ekeberg, Hector Medina- Fetterman, Chase Plante.
Ch.9 Sequences and Series Section 3 – Geometric Sequences.
Computer Hardware. Processing Binary Math Hierarchy.
Variables. Todays Lesson  In todays lesson you are going to:  Learn to use variables  Learn to ask for user input  Learn to save the users response.
David Chan TCM and what can you do with it in class?
MATHLETES Fibonacci Numbers and “The Golden Ratio”
MATH 2160 Sequences. Arithmetic Sequences The difference between any two consecutive terms is always the same. Examples: 1, 2, 3, … 1, 3, 5, 7, … 5, 10,
The Fibonacci Sequence. Leonardo Fibonacci (1170 – 1250) First from the West, but lots of evidence from before his time.
This is a new powerpoint. If you find any errors please let me know at
A few of the people involved and what they’ve done.
DANCE from a mathematical point of view
NUMBER SENSE AT A FLIP.
Math Enrichment Problems DAY ‘ 50 ‘ Do you see now that a rectangle is made up of two right triangles? To find the distance from one corner to the.
Music in Artificial Intelligence Victoria Tran. Why Music in Artificial Intelligence? Technology is improving every day, so music is beginning to depend.
Arvo Pärt  Cantus in Memory of Benjamin Britten  String orchestra and bell  Aeolian mode (no chromatics)  Downward motion  Higher the faster  Begin.
6 th Grade Math: Chapter 2 LEARNING GOAL Students will understand variables, expressions, and equations by being able to do the following: Identify and.
4-1 Divisibility Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
Probability Distributions and Expected Value Chapter 5.1 – Probability Distributions and Predictions Mathematics of Data Management (Nelson) MDM 4U Authors:
Learn to find terms in an arithmetic sequence.
MATHS IN MUSIC.
A Primer on Chaos and Fractals Bruce Kessler Western Kentucky University as a prelude to Arcadia at Lipscomb University.
WHAT IS BINARY? Binary is a number system that only uses two digits: 1 and 0. Any information that processed by a computer it is put into sequence of.
Who was George Boole? Born 1815 in the English cathedral city of Lincoln. Inventor of Boolean Logic, which is the basis of modern digital computers. First.
Patterns and Sequences
Check your understanding!
Discrete Mathematics.
Numeracy “Maths for Life!”.
9 x 14 9 x 12 Calculate the value of the following: 1 4 × 12 =
Who was George Boole? Born 1815 in the English cathedral city of Lincoln. Inventor of Boolean Logic, which is the basis of modern digital computers. First.
9 x 14 9 x 12 Calculate the value of the following: 1 8 × 12 =
PRIME FACTORIZATION USING FACTOR TREES!.
Six Gems for AS Further Pure Mathematics
Computer Music A preliminary review.
LONG MULTIPLICATION is just multiplying two numbers.
© T Madas.
Which sequence is linear? How do you know?
Surprising Connections in Math: From the Golden Ratio to Fractals
Presentation transcript:

QUIZ

Practice Quiz for roll taking. Provide the best answer from those shown.

1. 1. The father of computer algorithmic music: A) Tom Johnson B) John Holland C) Iannis Xenakis D) David Cope

1. 2. Discrete math refers to: A) secret math B) sequences C) primer numbers D) discontinuous numbers

1. 3. A number sequence is: A) a number series B) Fibonacci C) any generated progression of nymbers D) Primer numbers

1. 4. a fractal is: A) self similar at all scales B) Mandelbrot’s signature C) a number sequence D) an example of discrete math

1. 5. Magic of 9s means: A) multiplying by 9 always equals 9 B) multiplying by 9 always equals 91 C) square root of 9 always equals 3 D) 9 * anything will equal 9 when resulting digits added together

1. 6. An example of a palendromic number: A) B) C) D) 34565

1. 7. which of these is an example of the Fibonacci sequence: A) 1,2,3,5,7,9 B) 0,1,2,3,5,8,13 C) 2,3,5,8,11 D) 0,1,2,3,4,5

1. 8. The golden ratio is approximately A) 1.65 B).62 C) 1.62 D) 9.5

1. 9. Pascal’s Triangle begins: A) 0,1,0 B) 1,2,1 C) 0,0,0 D) 1,2,3

Examples of prime numbers: A) 2,3,5,7 B) 2,4,5,7 C) 1,13,19,20 D) 5,4,3

1. 11 A magic square’s ranks and columns: A) all add to the same number B) all add to different numbers C) add to numbers different than diagonals D) meet in the middle

Musikalisches Würfelspiele are: A) compositions by Mozart B) musical instruments C) French parlor game D) musical dice games

Tom Johnson wrote: A) The Rite of Spring B) Formulas for String Quartet C) Symphony No. 1 D) Dracula score

Iannis Xenakis composed using: A) Magic Squares B) Cope’s formula C) stochastics D) electronic sounds

Virtual Creatures created by: A) Mozart B) Cope C) Johnson D) Simms

L-Systems created by: A) Aristad Lindenmayer B) Aaron Lincoln C) Laurie Spiegle D) Linden Mayer

Solresol is an: A) an artificial life program B) artificial language without sound C) artificial language with sound D) part of do re mi

Can chess be creative?: A) yes B) no C) maybe D) huh?

P-creativity means: A) something new to the person B) something new to the wardon C) something new to the world D) something new to your neighbor

Ada Lovelace was the first person to consider the possibility of computers being: A) intelligent B) creative C) personal D) perceptive

The Turing Test tests for: A) creativity B) novelty C) intelligence D) digitalis

Creativity is: A) a process B) a result of a process C) a thing D) a remembrance

Scott French: A) created first computer-created novel B) created HAL C) developed L-Systems D) ELIZA

differential calculus concerns: A) discrete mathematics B) areas of squares C) areas of circles D) rates of change

Originality requires: A) originality B) perceptiveness C) intelligence D) novel connections between things