greppable6

query

√

result.md

File	Code
WARRINGD/Font-AFM …/AFM.pm :413:	"minus", "∗" => "asteriskmath", "√" => "radical", "∝" =>
ab5tract/Terminal-Print …/attacks.p6 :14:	sub prefix:<√>(Numeric $n) { $n.sqrt }
ab5tract/Terminal-Print …/attacks.p6 :18:	my $length = √($x² + $y²);
ab5tract/Terminal-Print …/attacks.p6 :222:	my $d = √($dx2 + $dy2);
ab5tract/Terminal-Print …/attacks.p6 :313:	my $hyp = √($dy * $dy + $x * $x);
raydiak/Math-Symbolic …/README.md :213:	* √ Square Root (same as ^ .5)
raydiak/Math-Symbolic …/README.md :219:	* √ Root, n√x is the same as x^(1/n)
raydiak/Math-Symbolic …/README.md :222:	* ^/ is a Texan variant of √ with the operands reversed
raydiak/Math-Symbolic …/README.md :223:	* x^/n is the same as x^(1/n) or n√x
raydiak/Math-Symbolic …/Symbolic.pm6 :385:	} # TODO else do something clever? can't solve t=√t, but can solve t²=t...
raydiak/Math-Symbolic …/Symbolic.pm6 :808:	Math::Symbolic.new('x = (-b ± √det) / (2*a)')).clone;
raydiak/Math-Symbolic …/Symbolic.pm6 :1048:	| √ | ^ |
raydiak/Math-Symbolic …/Symbolic.pm6 :1049:	| √ | ^ ^ |
raydiak/Math-Symbolic …/Symbolic.pm6 :1050:	| √ √ | ^ ^ | 3
raydiak/Math-Symbolic …/Symbolic.pm6 :1051:	| √ √ | |
raydiak/Math-Symbolic …/Symbolic.pm6 :1052:	| √ | |
raydiak/Math-Symbolic …/Grammar.pm6 :8:	# prefix - √
raydiak/Math-Symbolic …/Grammar.pm6 :10:	# root √
raydiak/Math-Symbolic …/Language.pm6 :170:	:parts< √ >
raydiak/Math-Symbolic …/Language.pm6 :193:	:parts< √ >