Pascal's triangle
Pascal's triangle
Triangular array of the binomial coefficients.
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First pulled by 666, Nov 2, 2026
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Readers' pathsAug 2026 – Oct 2026
Readers go next to
Share of the 7,473 clicks on its links
Blaise Pascal
French polymath (1623–1662).
22%
Binomial coefficient
Number of subsets of a given size.
10%
Binomial theorem
Algebraic expansion of powers of a binomial.
7.4%
Pascal's pyramid
Arrangement of trinomial coefficients.
7.3%
Yang Hui
Chinese mathematician and writer (c. 1238–1298).
2.4%
Sierpiński triangle
Fractal composed of triangles.
2.1%
Combinatorics
Branch of discrete mathematics.
1.9%
Eulerian number
Polynomial sequence.
1.8%
Bernoulli's triangle
Array of partial sums of the binomial coefficients.
1.7%
Triangular array
Numbers arranged in a triangle.
1.7%
Readers come from
Share of the 6,803 readers arriving from another article
Blaise Pascal
French polymath (1623–1662).
19%
Binomial theorem
Algebraic expansion of powers of a binomial.
14%
Binomial coefficient
Number of subsets of a given size.
10%
Tetractys
Symbol of ten points laid in four rows.
5.5%
Sierpiński triangle
Fractal composed of triangles.
4%
Fibonacci sequence
Numbers obtained by adding the two previous ones.
3.7%
Binomial distribution
Probability distribution.
2.3%
Triangular number
Figurate number.
2.1%
Yang Hui
Chinese mathematician and writer (c. 1238–1298).
2.1%
Yuan dynasty
Mongol-led dynasty of China (1271–1368).
1.9%