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Pascal's triangle

   Also found in: Encyclopedia, Wikipedia, Hutchinson 0.01 sec.
Pas·cal's triangle  (p-sklz, pä-skälz)
n.
A triangle of numbers in which a row represents the coefficients of the binomial series. The triangle is bordered by ones on the right and left sides, and each interior entry is the sum of the two entries above.

[After Blaise Pascal.]

Pascal's triangle
n
(Mathematics) a triangle consisting of rows of numbers; the apex is 1 and each row starts and ends with 1, other numbers being obtained by adding together the two numbers on either side in the row above: used to calculate probabilities
[named after Blaise Pascal (1623-62), French philosopher, mathematician, and physicist]


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You do not need to be able to understand Pascal's Triangle to appreciate what all that adds up to.
The array of numbers below is called Pascal's triangle.
A few decades later, Blaise Pascal - now more famous for Pascal's wager, which advises you to place your bets on God's existence and live accordingly - devised a table of probabilities now known as Pascal's triangle, which allows gamblers to calculate the probability that a certain sequence of numbers will occur (for the record, there are 7,059,052 ways of choosing six numbers out of a sequence of 44).
 
 
 
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