Difference between revisions of "ToPoint Command"
From GeoGebra Manual
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==CAS Syntax== | ==CAS Syntax== | ||
;ToPoint[ <Complex Number> ]:Creates the [[Free, Dependent and Auxiliary Objects|free]] [[Points and Vectors|point]] for the given [[Complex Numbers|complex number]]. The coordinates of that point are:<br>([[Real Function|real(<small>Complex<sub>Number</sub></small>)]], [[Imaginary Function|imaginary(<small>Complex<sub>Number</sub></small>)]]). | ;ToPoint[ <Complex Number> ]:Creates the [[Free, Dependent and Auxiliary Objects|free]] [[Points and Vectors|point]] for the given [[Complex Numbers|complex number]]. The coordinates of that point are:<br>([[Real Function|real(<small>Complex<sub>Number</sub></small>)]], [[Imaginary Function|imaginary(<small>Complex<sub>Number</sub></small>)]]). | ||
− | :{{ | + | :{{Examples|1=<br><br><code><nowiki>ToPoint[{3 + 2ί}]</nowiki></code> yields ''2ί + 3''. When you click on the right little marble, the [[Complex Numbers|complex number]] ''z<sub>1</sub> :=2ί + 3'' gets visibility and dynamic association with the [[Free, Dependent and Auxiliary Objects|free]] [[Points and Vectors|point]] whose coordinates are ''(3, 2)''.<br><br><code><nowiki>ToPoint[3 + 2ί]</nowiki></code> returns the [[Free, Dependent and Auxiliary Objects|free]] [[Points and Vectors|vector]] ''z = (3,2)'' and <math> 3 \choose 2 </math> in the [[Algebra View]]}}<hr> |
:{{Notes|1= | :{{Notes|1= | ||
:*The complex ί is obtained by pressing {{KeyCode|ALT + i}}. | :*The complex ί is obtained by pressing {{KeyCode|ALT + i}}. | ||
:*See also the following commands: [[ToComplex Command|ToComplex]], [[ToExponential Command|ToExponential ]] and [[ToPolar Command|ToPolar]]. | :*See also the following commands: [[ToComplex Command|ToComplex]], [[ToExponential Command|ToExponential ]] and [[ToPolar Command|ToPolar]]. | ||
}} | }} |
Revision as of 03:22, 3 February 2013
- ToPoint[ <Complex Number> ]
- Creates from the complex number a dependent point with (real(ComplexNumber), imaginary(ComplexNumber)) coordinates.
CAS Syntax
- ToPoint[ <Complex Number> ]
- Creates the free point for the given complex number. The coordinates of that point are:
(real(ComplexNumber), imaginary(ComplexNumber)). - Examples:
ToPoint[{3 + 2ί}]
yields 2ί + 3. When you click on the right little marble, the complex number z1 :=2ί + 3 gets visibility and dynamic association with the free point whose coordinates are (3, 2).ToPoint[3 + 2ί]
returns the free vector z = (3,2) and 3 \choose 2 in the Algebra View
- Notes:
- The complex ί is obtained by pressing ALT + i.
- See also the following commands: ToComplex, ToExponential and ToPolar.