HP Prime Graphing Wireless Calculator - Manual (Page 179)

Functions and commands 175
> Strict greater than inequality test. Returns 1 if the left side of
the inequality is greater than the right side, and 0 otherwise.
Note that more than two objects can be compared. See
comment above regarding <.
>= Greater than or equal inequality test. Returns 1 if the left side
of the inequality is greater than the right side or if the two
sides are equal, and 0 otherwise. Note that more than two
objects can be compared. See comment above regarding <.
^ Power symbol. Raises a number to a power or a matrix to an
integer power.
a2q Given a symmetric matrix and a vector of variables, returns
the quadratic form of the matrix using the variables in the
vector.
a2q(Matrix, [Var1, Var2….])
Example:
a2q([[1,2],[4,4]],[x,y]) returns x^2+6*x*y+4*y^2
abcuv Given three polynomials A, B, and C, returns U and V such
that A*U+B*V=C. With a variable as the final argument, U
and V are expressed in terms of that variable (if needed);
otherwise, x is used.
abcuv(PolyA, PolyB, PolyC, [Var])
Example:
abcuv(x^2+2*x+1,x^2-1,x+1) returns [1/2 -1/2]
additionally Used in programming with assume to state an additional
assumption about a variable.
Example:
assume(n,integer);
additionally(n>5);
algvar Returns the matrix of the symbolic variable names used in an
expression. The list is ordered by the algebraic extensions
required to build the original expression.
algvar(Expr)
Example:
algvar(sqrt(x)+y)
gives y
x