Trapezoid


noun
1.
Geometry.

a quadrilateral plane figure having two parallel and two nonparallel sides.
British. trapezium (def 1b).

2.
Anatomy. a bone in the wrist that articulates with the metacarpal bone of the forefinger.
adjective
3.
Also, trapezoidal. Geometry. of, relating to, or having the form of a trapezoid.
noun
1.
a quadrilateral having neither pair of sides parallel
2.
(US & Canadian) Also called (Brit, Austral., NZ, and South African) trapezium. a quadrilateral having two parallel sides of unequal length
3.
a small bone of the wrist near the base of the index finger

trapezoid trap·e·zoid (trāp’ĭ-zoid’)
n.

A quadrilateral having two parallel sides.

A small bone in the wrist situated near the base of the index finger and articulating with the second metacarpal, trapezium, capitate, and scaphoid bones.

trap’e·zoid’ or trap’e·zoi’dal (-zoid’l) adj.
trapezoid
(trāp’ĭ-zoid’)
A four-sided plane figure having two parallel sides.
trapezoid [(trap-uh-zoyd)]

A four-sided polygon in which two sides are parallel and two are not.

Read Also:

  • Trapezoidal

    noun 1. Geometry. a quadrilateral plane figure having two parallel and two nonparallel sides. British. trapezium (def 1b). 2. Anatomy. a bone in the wrist that articulates with the metacarpal bone of the forefinger. adjective 3. Also, trapezoidal. Geometry. of, relating to, or having the form of a trapezoid. noun 1. a quadrilateral having neither […]

  • Trapezoidal-rule

    noun, Mathematics. 1. a numerical method for evaluating the area between a curve and an axis by approximating the area with the areas of trapezoids.

  • Trapezoid ligament

    trapezoid ligament n. The lateral part of the coracoclavicular ligament that attaches to the trapezoid line of the clavicle.

  • Trapezoid line

    trapezoid line n. The area on the lower sueface of the clavicle near its lateral extremity, to which the trapezoid ligament is attached. Also called trapezoid ridge.

  • Trapezoid rule

    noun 1. a rule for estimating the area of an irregular figure, by dividing it into parallel strips of equal width, each strip being a trapezium. It can also be adapted to obtaining an approximate value of a definite integral


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