Difference between revisions of "SurdText Command"
From GeoGebra Manual
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;SurdText[ <Number> ] | ;SurdText[ <Number> ] | ||
:Creates text representation of the number in the form <math>\frac{a+b\sqrt{c}}{d}</math> | :Creates text representation of the number in the form <math>\frac{a+b\sqrt{c}}{d}</math> | ||
| − | :{{ | + | :{{examples|1=<div> |
| − | : | + | :*<code>SurdText[2.414213562373095]</code> creates '' <math>\sqrt{2} + 1</math>'' |
| + | :*<code>SurdText[ 2.439230484541326 ]</code> creates '' <math>\frac{7+3 \sqrt{3} }{5}</math> '' </div>}} | ||
;SurdText[ <Number>, <List> ] | ;SurdText[ <Number>, <List> ] | ||
:Creates text representation of the number as multiples of the constants in the list. If the list is empty it uses a list of common constants. | :Creates text representation of the number as multiples of the constants in the list. If the list is empty it uses a list of common constants. | ||
| − | :{{ | + | :{{examples|1=<div> |
| − | : | + | :*<code>SurdText[3.718281828459045, {exp(1)}]</code> creates '' <math>e + 1</math>'' |
| − | : | + | :*<code>SurdText[5.382332347441762, {sqrt(2), sqrt(3), sqrt(5)}]</code> creates ''<math> \sqrt{5} + \sqrt{3} + \sqrt{2}</math>'' |
| + | :*<code>SurdText[1.693147180559945, {ln(2)}]</code> creates ''<math> \ln{2} + 1</math>''</div>}} | ||
;SurdText[ <Point> ] | ;SurdText[ <Point> ] | ||
Revision as of 11:43, 22 December 2012
- SurdText[ <Number> ]
- Creates text representation of the number in the form \frac{a+b\sqrt{c}}{d}
- Examples:
SurdText[2.414213562373095]creates \sqrt{2} + 1SurdText[ 2.439230484541326 ]creates \frac{7+3 \sqrt{3} }{5}
- SurdText[ <Number>, <List> ]
- Creates text representation of the number as multiples of the constants in the list. If the list is empty it uses a list of common constants.
- Examples:
SurdText[3.718281828459045, {exp(1)}]creates e + 1SurdText[5.382332347441762, {sqrt(2), sqrt(3), sqrt(5)}]creates \sqrt{5} + \sqrt{3} + \sqrt{2}SurdText[1.693147180559945, {ln(2)}]creates \ln{2} + 1
- SurdText[ <Point> ]
- Creates text representation of the point, where coordinates are in the form \frac{a+b\sqrt{c}}{d}.
Note: Because this command works with a rounded decimal number as the input, sometimes the result will be unexpected.
Note: If a suitable answer can't be found, the number will be returned. For example
SurdText[1.23456789012345].
