Differences between revisions 1 and 9 (spanning 8 versions)

Pascal's triangle

In mathematics, Pascal's triangle is a geometric arrangement of the binomial coefficients in a triangle.

          1
        1   1
      1   2   1
    1   3   3   1
  1   4   6   4   1
1   5  10  10   5   1

The task

Write an APL function that takes an argument and returns a triangle like the one shown above. The argument defines the number of layers. The shown example has 6 layers.

It is not a problem to produce the numbers - it is a formatting task.

Of course this can be done in a single line of APL.

>> [:PascalsTriangle/Solution:The Solution]

CategoryPuzzles

-  ⇤ ← Revision 1 as of 2007-03-09 21:30:30 → 
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  Editor: KaiJaeger
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+   ← Revision 9 as of 2007-04-17 08:59:46 → ⇥
  Size: 639
  Editor: KaiJaeger
  Comment:
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-Write an APL function that takes argument and return a triangle like the one shown above. The argument defines the number of layers. The shown example has 6 layers, for example.
+Write an APL function that takes an argument and returns a triangle like the one shown above. The argument defines the number of layers. The shown example has 6 layers.
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-In APL, of course this can be done in a single line of APL.
+It is not a problem to produce the numbers - it is a formatting task.
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->> [:PascalsTriangle/Result_01:A solution]
+Of course this can be done in a single line of APL.

>> [:PascalsTriangle/Solution:The Solution]
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CategoryPuzzles