Pascals trekant

Matematikk
20 Pins
·
10y
By
Eldbjørg Dahl
two different types of numbers are shown in the text above it, and below them is an example
Blaise Pascal Math
Binomial Expansion Theorem - found, of course, in Pascal's Triangle. Awesome.
a blue and white triangle with numbers on it
Pascal's Triangle - multiples of 3
a red triangle with black triangles on it
Pascal's Triangle
Pascal's Triangle with multiples of 2 coloured red
a blue and white triangle shaped object on top of a table
Teaching Mathematics with Art
Pascal's Triangle multiples of 4
an image of a pyramid with numbers on it
Pascal's Triangle
Sierpinski triangle, Pascal's Triangle, Fibonacci Sequence, golden ratio math
the triangle is made up of triangles and has four smaller triangles on each side, which are
Pascal's Triangle and Fractals
snowflake fractals - Google Search
a green triangle with white triangles on it
Teaching Mathematics with Art
Pascal's Triangle with multiples of 2 colored
a printable worksheet for the sieve of erratothhenes
Go Figure! A totally cool book about numbers
Sieve of Eratosthenes (prime numbers)
the four hexagonals are shown in blue and purple, each with different shapes
Patterns in Pascal's Triangle - with a Twist - Two More Patterns
Patterns in Pascal's Triangle - with a Twist - Two More Patterns | Mathematical Association of America
an image of a triangle with numbers in the bottom and one at the top on it
7 Amazing Facts About Pascal’s Triangle
Pascal's Triangle: a triangular array of the binomial coefficients; to set up the triangle, think, how many ways are there to get to each node (can just add the two numbers above it); the sum of the coefficients in any row of Pascal's triangle (a+b)^n is 2^n
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two hexagonals are shown with the same height and width as each other
Patterns in Pascal's Triangle - with a Twist - Two More Patterns
Patterns in Pascal's Triangle - with a Twist - Two More Patterns | Mathematical Association of America
the numbers are arranged in rows to make it look like they have been written on them
八马彩票---首页_欢迎您
Probability theory or mathematics started in the 17th century in France, when two great French mathematicians Pierre de Fermat and Blaise Pascal discussed over two problems from games of chance.
Yang Hui (杨辉 ca. 1238–1298), was a Chinese mathematician from Qiantang (modern Hangzhou), Zhejiang province during the late Song Dynasty (960-1279 AD). Yang worked on magic squares, magic circles and the binomial theorem, and is best known for his contribution of presenting 'Yang Hui's Triangle'. This triangle was the same as Pascal's Triangle, discovered by Yang's predecessor Jia Xian (贾宪). Vietnamese Alphabet, Triangular Numbers, Calligraphy Symbols, Graphic Design Diagram, Triangle Graphic Design, Pascal's Triangle, Binomial Theorem, Chinese Civilization, Manifesto Design
Yang Hui - Wikipedia
Yang Hui (杨辉 ca. 1238–1298), was a Chinese mathematician from Qiantang (modern Hangzhou), Zhejiang province during the late Song Dynasty (960-1279 AD). Yang worked on magic squares, magic circles and the binomial theorem, and is best known for his contribution of presenting 'Yang Hui's Triangle'. This triangle was the same as Pascal's Triangle, discovered by Yang's predecessor Jia Xian (贾宪).
a red triangle with black triangles on it
Pascal's Triangle
Pascal's Triangle with multiples of 4 in red
a triangle with numbers on each side
Pascal's Triangle
Pascal's Triangle; “As far as the laws of mathematics refer to reality, they are not certain, and as far as they are certain, they do not refer to reality.” ―Albert Einstein Read more at http://izquotes.com/author/albert-einstein/3 ;