Difference between revisions of "Iteration Command"
From GeoGebra Manual
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:Iterates the function ''n'' times (''n'' = number of iterations) using the given start value. | :Iterates the function ''n'' times (''n'' = number of iterations) using the given start value. | ||
:{{Examples| 1=<div> | :{{Examples| 1=<div> | ||
− | :*After defining <code>f(x) = x^2</code> the command <code>Iteration | + | :*After defining <code>f(x) = x^2</code> the command <code>Iteration(f, 3, 2)</code> gives you the result (3<sup>2</sup>)<sup>2</sup> = 81. |
− | :*''Repeated addition'': To obtain the repeated addition of 7 to the number 3, define <code>g(x) = x + 7</code>, then <code>Iteration | + | :*''Repeated addition'': To obtain the repeated addition of 7 to the number 3, define <code>g(x) = x + 7</code>, then <code>Iteration(g, 3, 4)</code> yields (((3+7) +7) +7) +7 = 31.</div>}} |
;Iteration( <Expression>, <Variable Name>, ..., <Start Values>, <Number of Iterations> ) | ;Iteration( <Expression>, <Variable Name>, ..., <Start Values>, <Number of Iterations> ) |
Revision as of 09:28, 9 October 2017
- Iteration( <Function>, <Start Value>, <Number of Iterations> )
- Iterates the function n times (n = number of iterations) using the given start value.
- Examples:
- After defining
f(x) = x^2
the commandIteration(f, 3, 2)
gives you the result (32)2 = 81. - Repeated addition: To obtain the repeated addition of 7 to the number 3, define
g(x) = x + 7
, thenIteration(g, 3, 4)
yields (((3+7) +7) +7) +7 = 31.
- After defining
- Iteration( <Expression>, <Variable Name>, ..., <Start Values>, <Number of Iterations> )
- Iterates the expression n times (n = number of iterations) using the given start value. The result is then the last element of the output of IterationList Command, with the same parameters.
Note: See IterationList Command for further details.