manual:chapter6:angles:cmd_angtograd [newRPL User Manual]

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==== A→∡g ====
<callout type="primary" color="" icon="fa fa-book" title="Synopsis">
----
Convert an angle to grads
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<callout color="green" icon="fa fa-indent" title="Stack Diagram">
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^  __Input Stack__  ^  ^  __Output Stack__  ^
|  **Num**  |  **→**  |  **∡<sub>grad</sub>**  |
|  **Z**  |  **→**  |  **Z<sub>grad</sub>**  |
|  **∡**  |  **→**  |  **∡<sub>grad</sub>**  |
|  **V**  |  **→**  |  **V<sub>grad</sub>**  |
|  //Level 1//  |  //→//  |  //Level 1//  |

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| **Keyword type**  | [[manual:chapter5:basics#commands|Command]]  ||
| **Parallel list processing capabilities**  | [[manual:chapter5:listproc#group-5one-argument-one-result-commands|Group 5]]  | //One argument, one result commands//  |
| **Affected by flags**  | [[manual:appendix:flags#flags-17-18|-17]]  | //Default angle unit (bit 0)//  |
| ::: | [[manual:appendix:flags#flags-17-18|-18]]  | //Default angle unit (bit 1)//  |













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<callout color="orangered" icon="fa fa-comment" title="Description">
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The ''A→∡g'' command turns a scalar or a suitable component of a composite object into an angle measured in grads.

In particular, if the component is:

  * a **scalar**, then the number is interpreted as an angle //in the current angular mode// and converted to grads;
  * a **polar complex number**, then the angular component is converted to grads;
  * an **angle**, then the angle is converted to grads;
  * a **vector**, then any angle or polar complex number //but not scalars// is converted to grads as per above rules.
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<callout type="danger" icon="true" title="Compatibility">
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''A→∡g'' is specific to **newRPL** and has no direct equivalent in **userRPL**.
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<callout type="info" icon="true" title="Usage">
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**__Input__**
<code>
4:                                      
3:                                      
2:                                      
1:          [ #2h ∡20g (1,2) (3,∡5.5°) ]
…………………………………………………………………………………………………………
A→∡g                                    
</code>
\\
**__Output__**
<code>
4:                                      
3:                                      
2:                                      
1:      [ ∡2g ∡20g (1,2) (3,∡6.1111.g) ]
…………………………………………………………………………………………………………
                                        
</code>
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