MathObjects reference table
From WeBWorK
Context("Point");
$p = Point(-4,3,5);
$p = Compute("(-4,3,5)");
Context("Vector");
$v = Vector(-4,3,5);
$v = Compute("<-4,3,5>");
$v = ColumnVector(-4,3,5)
norm($v)
unit($v)
$v . $u
$v x $u
$v->isParallel($u)
Context("Matrix");
$A = Matrix([1,2],[3,4]);
$A = Compute("[[1,2],[3,4]]");
$A->transpose
$A->row(i)
$A->column(j)
$A->element(i,j)
Value::Matrix->I(n)
Context("Complex");
$z = Complex(2,-3);
$z = 2 - 3*i;
$z = Compute("2-3i");
Re($z), Im($z)
mod($z), arg($z)
conj($z), ~$z
Context("Numeric");
$x = Real(4.5);
$x = Compute("4.5")
$y = Infinity;
$y = -(Infinity);
$y = Compute("-infinity");
Context("Interval");
$S = Interval("(-3,5]");
$S = Interval("(",-3,5,"]");
$S = Compute("(-infinity,3)")
$S = Union("[-3,4] U [5,10)");
$S = Set(3,-5,10.4);
$S = Compute("{3,-5,10.4}")
$S = Interval("[1,8]") - Set(3,5);
$S = Compute("R - {0}");
$S = Compute("{}")
$S->contains($T)
$S->isSubsetOf($T)
$S->intersects($T)
$S->intersect($T)
$S->reduce
$S->isReduced
$S->isEmpty
$f = Formula("x^2+3");
$v = Formula("<1,x>")
$L = List(1,3,5);
$L = List("(1,3,5)");
$L = List(Point(1,2,3),Point(3,4,5));
$L = List("(1,3,5),<3,4,5>");
$L = List("NONE");
$L = List();
Context()->strings->add(
Yes=>{}, No=>{},
Y=>{alias=>'Yes'},
N=>{alias=>'No'},
);
$S = String("DNE");
$S = Compute("No");

