Template:arithmetic operations/rad: Difference between revisions

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(Created page with "Other terms used in {{eng|arithmetic operation}}s: * {{l|rad|vjávuozs|t=addition}}, {{eng|summation}}: *: ({{eng|augend}}) + ({{eng|addend}}) = ({{eng|total}}) *: ({{eng|summand}}) + ({{eng|summand}}) + ({{eng|summand}})... = ({{eng|sum}}) * {{l|rad|haryvuozs|t=subtraction}}: *: ({{eng|minuend}}) – ({{eng|subtrahend}}) = ({{eng|difference}}) * {{l|rad|gjáriuozs|t=multiplication}}, {{eng|factorization}}: *: ({{eng|multiplier}}) × ({{eng|multiplicand}}) = ({{eng|produ...")
 
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Other terms used in {{eng|arithmetic operation}}s:
<noinclude>{{wip}}</noinclude>
* {{l|rad|vjávuozs|t=addition}}, {{eng|summation}}:
Other terms used in {{l|rad|—|t=arithmetic operation}}s:
*: ({{eng|augend}}) + ({{eng|addend}}) = ({{eng|total}})
* {{l|rad|vjávuozs|t=addition}}, {{l|rad|—|t=summation}}:
*: ({{eng|summand}}) + ({{eng|summand}}) + ({{eng|summand}})... = ({{eng|sum}})
*: [{{l|rad|—|t=augend}}] + [{{l|rad|—|t=addend}}] = [{{l|rad|—|t=total}}]
*: [{{l|rad|—|t=summand}}] + [{{l|rad|—|t=summand}}] + [{{l|rad|—|t=summand}}]... = [{{l|rad|—|t=sum}}]
* {{l|rad|haryvuozs|t=subtraction}}:
* {{l|rad|haryvuozs|t=subtraction}}:
*: ({{eng|minuend}}) – ({{eng|subtrahend}}) = ({{eng|difference}})
*: [{{l|rad|—|t=minuend}}] – [{{l|rad|—|t=subtrahend}}] = [{{l|rad|—|t=difference}}]
* {{l|rad|gjáriuozs|t=multiplication}}, {{eng|factorization}}:
* {{l|rad|gjáriuozs|t=multiplication}}, {{l|rad|toríruozs|t=factorisation}}:
*: ({{eng|multiplier}}) × ({{eng|multiplicand}}) = ({{eng|product}})
*: [{{l|rad|—|t=multiplier}}] × [{{l|rad|—|t=multiplicand}}] = [{{l|rad|—|t=product}}]
*: ({{eng|factor}}) × ({{eng|factor}}) × ({{eng|factor}})... = ({{eng|product}})
*: [{{l|rad|torír|t=factor}}] × [{{l|rad|torír}}] × [{{l|rad|torír}}]... = [{{l|rad|—|t=product}}]
* {{l|rad|revíuozs|t=division}}:
* {{l|rad|revíuozs|t=division}}:
*: ({{eng|dividend}}) ÷ ({{eng|divisor}}) = ({{eng|quotient}})
*: [{{l|rad|—|t=dividend}}] ÷ [{{l|rad|—|t=divisor}}] = [{{l|rad|—|t=quotient}}]
*: <sup>({{eng|numerator}})</sup> ⁄ <sub>({{eng|denominator}})</sub> = ({{eng|quotient}})
*: <sup>[{{l|rad|—|t=numerator}}]</sup> ⁄ <sub>[{{l|rad|—|t=denominator}}]</sub> = [{{l|rad|—|t=quotient}}]
*:: Or sometimes = ({{eng|quotient}}) with ({{eng|remainder}}) remaining
*:: Or sometimes = [{{l|rad|—|t=quotient}}] with [{{l|rad|—|t=remainder}}] remaining
* {{eng|exponentiation}}:
* {{l|rad|—|t=exponentiation}}:
*: ({{eng|base}}) <sup>({{eng|exponent}})</sup> = ({{eng|power}})
*: [{{l|rad|—|t=base}}] <sup>[{{l|rad|—|t=exponent}}]</sup> = [{{l|rad|—|t=power}}]
* {{eng|root extraction}}:
* {{l|rad|—|t=root extraction}}:
*: <sub>({{eng|degree}})</sub> √{{overline|&nbsp;({{eng|radicand}})}} = ({{eng|root}})
*: <sub>[{{l|rad|șvyris|t=degree}}]</sub> √{{overline|&nbsp;[{{l|rad|—|t=radicand}}]}} = [{{l|rad|—|t=root}}]
* {{eng|logarithmization}}:
* {{l|rad|—|t=logarithmization}}:
*: log<sub>({{eng|base}})</sub> ({{eng|antilogarithm}}) = ({{eng|logarithm}})
*: log<sub>[{{l|rad|—|t=base}}]</sub> [{{l|rad|—|t=antilogarithm}}] = [{{l|rad|—|t=logarithm}}]


Advanced {{eng|hyperoperation}}s: {{eng|tetration}}, {{eng|pentation}}, {{eng|hexation}}<!--
Advanced {{l|rad|—|t=hyperoperation}}s: {{l|rad|—|t=tetration}}, {{l|rad|—|t=pentation}}, {{l|rad|—|t=hexation}}
--><noinclude>
<includeonly>{{topics|rad|arithmetic}}</includeonly>
</noinclude>
<noinclude>[[Category:Radestrian templates]][[Category:rad:Arithmetic| ]]</noinclude>

Latest revision as of 17:25, 8 June 2024

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Other terms used in — (“arithmetic operation”)s:

  • vjávuozs (“addition”), — (“summation”):
    [— (“augend”)] + [— (“addend”)] = [— (“total”)]
    [— (“summand”)] + [— (“summand”)] + [— (“summand”)]... = [— (“sum”)]
  • haryvuozs (“subtraction”):
    [— (“minuend”)] – [— (“subtrahend”)] = [— (“difference”)]
  • gjáriuozs (“multiplication”), toríruozs (“factorisation”):
    [— (“multiplier”)] × [— (“multiplicand”)] = [— (“product”)]
    [torír (“factor”)] × [torír] × [torír]... = [— (“product”)]
  • revíuozs (“division”):
    [— (“dividend”)] ÷ [— (“divisor”)] = [— (“quotient”)]
    [— (“numerator”)] ⁄ [— (“denominator”)] = [— (“quotient”)]
    Or sometimes = [— (“quotient”)] with [— (“remainder”)] remaining
  • — (“exponentiation”):
    [— (“base”)] [— (“exponent”)] = [— (“power”)]
  • — (“root extraction”):
    [șvyris (“degree”)] √ [— (“radicand”)] = [— (“root”)]
  • — (“logarithmization”):
    log[— (“base”)] [— (“antilogarithm”)] = [— (“logarithm”)]

Advanced — (“hyperoperation”)s: — (“tetration”), — (“pentation”), — (“hexation”)

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