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| Cartesian |
of or pertaining to Descartes or his philosophy or mathematics. [1/2 definitions] |
| character |
a mark, letter, or symbol used in an alphabet or in mathematics. [1/7 definitions] |
| circular |
in mathematics, of or relating to a circle or properties of a circle. [1/5 definitions] |
| closed |
in mathematics, of or pertaining to a curve that encloses an area and has no end points. [1/6 definitions] |
| closed sentence |
in mathematics education, a simple mathematical equation or inequality in which all quantities are shown, such as 2 + 3 = 5. |
| commutative |
in mathematics, interchangeable in order, as the terms in the equation, a + b = b + a. [1/2 definitions] |
| compose a number |
in mathematics education, to add together different place values to make a complete number. For example, to compose the number 231, you would add the three place values that make up this number, a 200, a 30, and a 1. |
| compose a ten |
in mathematics education, to determine what number must be added to another number to make a total of ten. |
| continuum |
in mathematics, a set with two end points and an infinite number of points between. [1/2 definitions] |
| coordinate |
in mathematics, of or using coordinates as reference points. [2/11 definitions] |
| corollary |
in mathematics, a proposition whose proof directly follows in one or a few steps from the proof of another proposition. [1/4 definitions] |
| count on |
in mathematics education, to name the numbers in order, starting with a number other than one. [1/3 definitions] |
| decompose a number |
in mathematics education, to separate a number into its component place values. For example, to decompose the number 231 you would write "200+30+1". |
| diagonal |
in mathematics, joining two nonadjacent corners of a polygon or two corners of a polyhedron that are not in the same plane. [1/5 definitions] |
| differential |
in mathematics, relating to differentials. [2/8 definitions] |
| differential calculus |
the branch of mathematics that has to do with differentials and their application. |
| distributive |
in mathematics and logic, of or involving the property by which an operation may be applied to each item in an expression or proposition. [1/4 definitions] |
| divide |
in mathematics, to carry out a calculation on (a number) to determine how many times that number contains another. [1/8 definitions] |
| doubles minus one |
in mathematics education, involving the addition of consecutive numbers by doubling the larger number and subtracting one. |
| doubles plus one |
in mathematics education, involving the addition of consecutive numbers by doubling the smaller number and adding one. |
| equation |
in mathematics, a statement using an equal sign to assert the equality of two quantities or expressions. [1/4 definitions] |
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