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Garrett Eastman

Proof claimed for deep connection between primes : Nature News & Comment - 2 views

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    "Mathematician Shinichi Mochizuki of Kyoto University in Japan has released a 500-page proof of the abc conjecture, which proposes a relationship between whole numbers - a 'Diophantine' problem. The abc conjecture, proposed independently by David Masser and Joseph Oesterle in 1985, might not be as familiar to the wider world as Fermat's Last Theorem, but in some ways it is more significant. "The abc conjecture, if proved true, at one stroke solves many famous Diophantine problems, including Fermat's Last Theorem," says Dorian Goldfeld, a mathematician at Columbia University in New York. "If Mochizuki's proof is correct, it will be one of the most astounding achievements of mathematics of the twenty-first century." See additional commentary at: http://bit-player.org/2012/the-abc-game?utm_src=HN2
Martin Burrett

BBC Maths - Number patterns Game - 0 views

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    A fun futuristic maths game where you need to save the world with your knowledge of number patterns. http://ictmagic.wikispaces.com/Maths
Garrett Eastman

El Patrón de los Números Primos: Prime Number Patterns - Jason Davies - 5 views

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    Computer visualization, "For each natural number n, we draw a periodic curve starting from the origin, intersecting the x-axis at n and its multiples. The prime numbers are those that have been intersected by only two curves: the prime number itself and one."
Martin Burrett

Numberlines - 0 views

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    A beautifully designed and wonderfully useful number line resource for whiteboards. Choose the increments and starting point of the sequence and cover up numbers for the class to guess. http://ictmagic.wikispaces.com/Maths
Mike McIlveen

BBC Dimensions: How Many Really? - 12 views

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    How Many Really? compares the number of people involved in key historical events or situations to the people you know through Facebook or Twitter. You can also add your own numbers - for example, the amount of students in your class. Choose a story to get started.
Ustudy Hall

Learn 6th Grade Math Adding Numbers - Ustudyhall - 0 views

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    Addition is the mathematical operation, symbolized by +, of calculating the sum of two numbers or quantities. Best method of addition is the left to right mental addition method. The idea is simplify, simplify and simplify the problem by breaking the lower digits and added it to the upper digits. This method can also be used for sums where you have to carry a number forward.
Martin Burrett

Counting Stick Numberline Worksheet Creator - 0 views

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    Create a number line worksheet using whole and decimal numbers. Note that only the answer screen is shown on the screen, but when you print you will get both the question and answer sheets. http://ictmagic.wikispaces.com/Maths
Martin Burrett

Behind the Blob Maths Game - 0 views

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    Game where players find the missing number in a grid of numbers. Good for learning patterns and sequences. http://ictmagic.wikispaces.com/Maths
Garrett Eastman

The Number Line, or Using Math to Balance Emotion in Excess - 14 views

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    a creative way of thinking about positive and negative numbers
Garrett Eastman

The other irrational numbers we could celebrate instead of pi - Quartz - 8 views

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    "there are plenty of other infinite decimal (and infinitely useful) numbers to celebrate-Feb. 7 could have been e Day, for example, or Jan. 6, the Day of the Golden Ratio."
Garrett Eastman

TYPE OF TASK IN A MATHEMATICAL SKILLS VIDEOGAME AFFECTS CHILDREN'S PERCEPTION OF LEARNI... - 0 views

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    Abstract: "n this study we explored the impact of performing mathematical tasks presented in the context of an "adventure challenge" or a "mathematical challenge" in a videogame. This videogame - "Matemáquina do Tempo" - is being developed to facilitate learning of mathematical skills like counting, grouping, and relating numbers. The videogame consists in various movement control tasks with dynamic (e.g., running) and static (e.g., pointing) interactions. Our goal was to test the impact of the integration of a direct mathematical task versus an indirect mathematical task. A group of 18 five year-old children performed the game in two conditions: a) adventure challenge , which implied movements such as running or climbing trees to perform mathematical tasks of counting and grouping; and b) mathematical challenge , which included swimming after selecting the correct path through counting, followed by a direct mathematical task of pointing to organize numbers in a line. Our assumptions were evaluated according to questionnaires and video analysis of the children playing the game. Results confirmed our hypothesis, showing that players performing the mathematical challenge generally considered that they were learning with the game, and most agreeing that the game was fun. Participants in the adventure challenge condition on the other hand, showed a tendency to evaluate the game as very amusing and were more distributed in the learning evaluation. In conclusion, we suggest that the inclusion of direct mathematical tasks in the videogame might lead to increased perception of learning, although they also seem to result in lower amusement ratings."
Martin Burrett

Number line - 0 views

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    This is a superb maths number line resource. Choose the scale and then run calculations of counting on and counting back. http://ictmagic.wikispaces.com/Maths
Garrett Eastman

Design of the Learning Module for Math Quest: A Role Playing Game for Learning Numbers - 13 views

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    "Math Quest is a role playing game that could be used as a tool to learn numbers and basic mathematic operations. The Math Quest package consists of two main modules; learning and game modules that can be executed separately. The use of the learning module as a tool in learning will allow for a highly individualized and interactive environment. This paper presents the design of the learning module for numbers and their mathematics operation. Due to its interactive and stimulating nature, the module is suitable for school children age 9 to 12 years old to learn the subject. The development takes into consideration of constructivism learning theories where learning is based on students' active participation in problem solving and critical thinking regarding activity that they are involved in. The framework for each of module is as follows: objectives, concept, examples, exercises, quizzes. A heuristic evaluation on the design was conducted and positive feedback was obtained."
Garrett Eastman

Mothers Talk Less to Young Daughters About Math - 4 views

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    University of Delaware researchers find: "Even [when their children are] as young as 22 months, American parents draw boys' attention to numerical concepts far more often than girls'. Indeed, parents speak to boys about number concepts twice as often as they do girls. For cardinal-numbers speech, in which a number is attached to an obvious noun reference - "Here are five raisins" or "Look at those two beds" - the difference was even larger. Mothers were three times more likely to use such formulations while talking to boys."
Garrett Eastman

Fermat's unfinished business - The Endeavour - 4 views

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    Exploration of a Fermat conjecture on prime numbers
Garrett Eastman

XKCD goes bad - 9 views

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    "lies about the number line"?
Garrett Eastman

The Number Sense: Stanislas Dehaene (2nd edition) - 10 views

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    Numbers in the brain, including those of animals and infants, neurons and brain areas involved in mathematical calculations, synthesis of recent research
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    One of my favorite books!
Martin Burrett

Paint Brush Math - Addition - 0 views

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    A virtual paint by numbers maths activity where students find the number by working out an addition calculation. http://ictmagic.wikispaces.com/maths
Maggie Verster

Born to count? - 14 views

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    People as well as animals are born with a sense for numbers. But is this inborn number sense related to mathematical ability? A new study suggests that it is.
Garrett Eastman

Listen by numbers: music and maths | Music | The Guardian - 11 views

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    Influence of math and numbers and counting on musical composition, performance and expression
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