adjacent

(adjective)

(Latin)

  1. Adjacent angles share a vertex and one arm.
  2. Adjacent sides of a polygon share a vertex.

calculate

(verb)

(Latin – count)

To work out mathematically.

co-ordinate

(noun)

(Latin)

A set of numbers used to define a position with respect to a frame of reference.

denominator

(noun)

(Latin)

The number below the line in a vulgar fraction. It is the divisor of the number above the line (the numerator).

digit

(noun)

(Latin - digitus: finger or toe)

Any one of the basic counting symbols in a number system.

divide

(verb)

(Latin – divider : to separate)

To find out how many times a number contains another number.

division

(noun)

(Latin – divisio: related to divide)

The process of dividing one number by another. The inverse of multiplication. The division of one whole number by another whole number does not always give a whole number.

equilateral

(adjective)

(Latin - aequus : equal, : a side)

Having all sides of equal length. A square and a rhombus are equilateral.

equation

(noun)

(Latin – aequatus: made equal)

A statement that two mathematical expressions have equal value.

isosceles

(adjective)

(Greek – isos : equal, skelos : leg)

Having two sides equal e.g. isosceles triangle, isosceles trapezium.

multiply

(verb)

(Latin)

To combine one number with another by multiplication, giving a product.

Multiplication

(noun)

(Latin – multiplicare:

to make many folds)

The process of adding a whole number to itself a certain number of times. The inverse of multiplication is division.

parallel

(adjective)

(Greek – para : beside,

allelo : one another)

Two lines lying in the same plane and never meeting – everywhere the same distance apart.

parallelogram

(noun)

(Greek – para: beside,

allelo : one another,

gramma : something written)

Quadrilateral with opposite sides parallel. Opposite sides are equal as well as parallel. Their opposite angles are equal and their diagonals bisect each other.

negative

(adjective)

(Latin – negare : to say no)

A number less than zero. On the number line a negative number is usually left of zero and a positive number is to the right of zero. A negative number has a minus sign in front of it.

numerator

(noun)

(Latin – numerous : a number)

The number above the line in a vulgar fraction e.g. the numerator in ¾ is 3.

perimeter

(noun)

(Greek – peri : around,

metron : measure)

The boundary of a plane figure, or the length of this boundary e.g. the perimeter of a rectangle is the sum of its four sides; the perimeter of a circle is its circumference.

perpendicular

(adjective e.g. a perpendicular angle or noun e.g. the perpendicular)

(Latin – perpendiculum :

a plumb-line)

At right angles.

quadrilateral

(noun)

(Latin – quadri : four,

latus : a side)

Any plane figure which has four straight sides.

regular

(adjective)

(Latin – regularis : of a ruler)

  1. A regular polygon has equal sides and equal angles.
  2. A regular polyhedron has identical polygon-shaped faces and equal angles between adjacent faces.