Technically "Pseudo-generic". |
Added a specific math rotation node visual to this page. |
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The | {{#Invoke:ProtoFlux|GenerateUI | ||
|Name=Pow | |||
|Category=Rotation | |||
|Inputs= | |||
[ | |||
{"Name":"Q", "Type":"Dummy"}, | |||
{"Name":"Pow", "Type":"Dummy"} | |||
] | |||
|Outputs= | |||
[ | |||
{"Name":"*", "Type":"Dummy"} | |||
] | |||
|}} | |||
The '''Pow''' node takes in a base number and a power to raise the base to, then returns the result. | |||
{{Note|For quick and easy nodes that can square and cube, there are the [[ProtoFlux:Value Square|Value Square]] and [[ProtoFlux:Value Cube|Value Cube]] nodes.|suggestion}} | |||
== Inputs == | == Inputs == | ||
=== N (Pseudo-generic) === | === N (Pseudo-generic) === | ||
The base number for this node. | The base number for this node. | ||
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Returns the result of the base raised to the power. | Returns the result of the base raised to the power. | ||
The following special cases are of note, in order of precedence: | |||
* <code>N</code> or <code>Power</code> is <code>NaN</code>: always <code>NaN</code> | |||
* <code>Power</code> is <code>Infinity</code> | |||
** <code>-1 < N < 1</code>: <code>0</code> | |||
** <code>N == 1</code>: <code>1</code> | |||
** <code>N == -1</code>: <code>NaN</code> | |||
** <code>Infinity</code> otherwise. | |||
* <code>N < 0 && Power < 0 && Power is not an integer</code>: <code>NaN | |||
== Examples == | == Examples == |
Latest revision as of 23:24, 24 July 2024
nʸ
Math
Pow
Rotation
The Pow node takes in a base number and a power to raise the base to, then returns the result.
Inputs
N (Pseudo-generic)
The base number for this node.
Power (Pseudo-generic)
The exponent (or power) for this node.
Outputs
* (Pseudo-generic)
Returns the result of the base raised to the power.
The following special cases are of note, in order of precedence:
N
orPower
isNaN
: alwaysNaN
Power
isInfinity
-1 < N < 1
:0
N == 1
:1
N == -1
:NaN
Infinity
otherwise.
N < 0 && Power < 0 && Power is not an integer
:NaN
Examples
Suppose we have the base number 3 and an exponent of 4. This is written as 3⁴.
To calculate 3⁴:
3⁴ = 3 × 3 × 3 × 3 = 81
In this example:
The base is 3.
The exponent is 4.
3⁴ is read as "three to the power of four" or "three raised to the fourth power."