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单词 Pascal's triangle
释义

Pascal's triangle

The figure shows the first seven rows of the arrangement of numbers known as Pascal's triangle. In general, the nth row consists of the binomial coefficients inline, or nCr, with 0≤r≤n. With the numbers set out in this fashion, it can be seen how the number inline is equal to the sum of the two numbers inline and inline, which are situated above it to the left and right. For example, inline equals 35, and is the sum of inline, which equals 15, and inline, which equals 20.

See also Singmaster's conjecture.

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更新时间:2025/4/30 2:16:58