Template:Resratio and Template:Resratio/sandbox: Difference between pages

(Difference between pages)
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VisualWikitext
m sort
 
fix the gcd functions to not activate when the values are not integers
 
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|2√2|√8|2*sqrt2|2.82|2.83|2.828|2.8284|2.8285={{#if:{{{f|}}}|2.8284271247461900976033774484194|{{sort|2.8284|2=<abbr title="2·√2 = √8 ≈ 2.828427">4∶√2</abbr>}}}}
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|1.5√2|2.12|2.121|2.122|2.1213|2.1214={{#switch:{{{f|}}}|#default=2.1213203435596425732025330863145|9={{sort|2.1213|19∶9}}|={{sort|2.1213|2=<abbr title="1½·√2 = √4½ ≈ 2.121320">3∶√2</abbr>}}}}
|4√2|√32|4*sqrt2|5.65|5.66|5.656|5.657|5.6568|5.6569={{#if:{{{f|}}}|5.6568542494923801952067548968388|{{sort|5.6569|2=<abbr title="4·√2 = √32 ≈ 5.656854">8∶√2</abbr>}}}}
|2√2|√8|2*sqrt2|2.82|2.83|2.828|2.8284|2.8285={{#switch:{{{f|}}}|#default=2.8284271247461900976033774484194|9={{sort|2.8284|25&frac12;∶9}}|={{sort|2.8284|2=<abbr title="2·√2 = √8 ≈ 2.828427">4∶√2</abbr>}}}}
|4.5√2|6.36|6.37|6.363|6.364|6.3639|6.3640={{#if:{{{f|}}}|6.3639610306789277196075992589436|{{sort|3.5355|2=<abbr title="4½·√2 = √40½ ≈ 6.3639610">9∶√2</abbr>}}}}
|2.5√2|3.54|3.53|3.535|3.536|3.5355|3.5356={{#switch:{{{f|}}}|#default=3.5355339059327376220042218105242|={{sort|3.5355|2=<abbr title="2½·√2 = √12½ ≈ 3.535534">5∶√2</abbr>}}}}
|infty|+infty|infinity|positive infinity|+∞|∞={{#if:{{{f|}}}|Number.POSITIVE_INFINITY|{{sort|9999.9|2=<abbr title="positive infinity">+∞</abbr>∶1}}}}
|3√2|√18|3*sqrt2|4.24|4.25|4.242|4.243|4.2426|4.2427={{#switch:{{{f|}}}|#default=4.2426406871192851464050661726291|={{sort|4.2426|2=<abbr title="3·√2 = √18 ≈ 4.242641">6∶√2</abbr>}}}}
|-infty|negative infinity|−∞|-∞={{#if:{{{f|}}}|Number.NEGATIVE_INFINITY|{{sort|-9999.9|2=<abbr title="negative infinity">−∞</abbr>∶1}}}}
|3.5√2|4.95|4.949|4.950|4.9497|4.9498={{#switch:{{{f|}}}|#default=4.9497474683058326708059105347339|9={{sort|4.9497|44&frac12;∶9}}|={{sort|4.9497|2=<abbr title="3½·√2 = √24½ ≈ 4.949747">7∶√2</abbr>}}}}
|4√2|√32|4*sqrt2|5.65|5.66|5.656|5.657|5.6568|5.6569={{#switch:{{{f|}}}|#default=5.6568542494923801952067548968388|9={{sort|5.6569|51∶9}}|={{sort|5.6569|2=<abbr title="4·√2 = √32 ≈ 5.656854">8∶√2</abbr>}}}}
|4.5√2|6.36|6.37|6.363|6.364|6.3639|6.3640={{#switch:{{{f|}}}|#default=6.3639610306789277196075992589436|9={{sort|6.3639|57&frac14;∶9}}|={{sort|6.3639|2=<abbr title="4½·√2 = √40½ ≈ 6.3639610">9∶√2</abbr>}}}}
|infty|+infty|infinity|positive infinity|+∞|∞={{#switch:{{{f|}}}|#default=Number.POSITIVE_INFINITY|1|={{sort|9999.9|2=<abbr title="positive infinity">+∞</abbr>∶1}}}}
|-infty|negative infinity|−∞|-∞={{#switch:{{{f|}}}|#default=Number.NEGATIVE_INFINITY|1|={{sort|-9999.9|2=<abbr title="negative infinity">−∞</abbr>∶1}}}}
|0|0.000={{sort|0.0|{{{y|{{{2|0}}}}}}}}
|0|0.000={{sort|0.0|{{{y|{{{2|0}}}}}}}}
|=''x''∶{{#ifeq:{{{y|{{{2|0}}}}}}|0|''y''|{{{y|{{{2|''y''}}}}}}}}
|=''x''∶{{#ifeq:{{{y|{{{2|}}}}}}||''y''|{{{y|{{{2|''y''}}}}}}}}
|#default={{{r|{{#iferror:{{#expr:{{{x|{{{1|0}}}}}}+{{{y|{{{2|0}}}}}}}}|{{{x|{{{1|}}}}}}{{#if:{{{y|{{{2|}}}}}}|∶{{{y|{{{2|}}}}}}|}}|{{#ifeq:{{{y|{{{2|0}}}}}}|0|{{{x|{{{1|{{{y|{{{2|—}}}}}}}}}}}}|{{#switch:{{{f|}}}|#default={{#expr: {{{x|{{{1|0}}}}}}/{{{y|{{{2|1}}}}}} round 4}}|={{#expr:({{{x|{{{1|0}}}}}})/{{#invoke:math|gcd|({{{x|{{{1|0}}}}}})|({{{y|{{{2|1}}}}}})}}}}∶{{#expr:({{{y|{{{2|0}}}}}})/{{#invoke:math|gcd|({{{x|{{{1|0}}}}}})|({{{y|{{{2|1}}}}}})}}}}}}}}}}}}}
|#default={{{r|{{#iferror:{{#expr:{{{x|{{{1|0}}}}}}+{{{y|{{{2|0}}}}}}}}|{{{x|{{{1|}}}}}}{{#if:{{{y|{{{2|}}}}}}|∶{{{y|{{{2|}}}}}}|}}|{{#ifeq:{{{y|{{{2|0}}}}}}|0|{{{x|{{{1|{{{y|{{{2|—}}}}}}}}}}}}|{{if both <!-- make sure x and y are integers and not decimal values, gcd only works with integers -->
|{{#ifeq:{{round|{{{x|{{{1|0}}}}}}}}|{{{x|{{{1|0}}}}}}|1|}}
|{{#ifeq:{{round|{{{y|{{{2|0}}}}}}}}|{{{y|{{{2|0}}}}}}|1|}}
|{{#expr:
({{{x|{{{1|0}}}}}})/{{#invoke:Math|gcd|({{{x|{{{1|0}}}}}})|({{{y|{{{2|1}}}}}})}}
}}∶{{#expr:
({{{y|{{{2|0}}}}}})/{{#invoke:Math|gcd|({{{x|{{{1|0}}}}}})|({{{y|{{{2|1}}}}}})}}
}}
|{{{x|{{{1|}}}}}}{{#if:{{{y|{{{2|}}}}}}|∶{{{y|{{{2|}}}}}}|}}
}}
}}}}}}}
}}</onlyinclude><noinclude>
}}</onlyinclude><noinclude>
{{documentation}}
{{documentation}}
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