CENTERS | • centers n. Plural of center. • centers v. Third-person singular simple present indicative form of center. • CENTER v. to place at the middle point. |
DECENTERS | • decenters v. Third-person singular simple present indicative form of decenter. • DECENTER v. to put out of center, also DECENTRE. |
INCENTERS | • incenters n. Plural of incenter. • INCENTER n. the centre of an inscribed circle, also INCENTRE. |
CONCENTERS | • concenters v. Third-person singular simple present indicative form of concenter. • CONCENTER v. (US) to have a common center, also CONCENTRE. |
EPICENTERS | • epicenters n. Plural of epicenter. • EPICENTER n. (US) the point on the Earth's surface that is directly above the focus of an earthquake, also EPICENTRE, EPICENTRUM. |
SUBCENTERS | • subcenters n. Plural of subcenter. • SUBCENTER n. a subordinate center, also SUBCENTRE. |
HYPOCENTERS | • hypocenters n. Plural of hypocenter. • HYPOCENTER n. the point under the earth's surface where the energy of an earthquake is first released. |
METACENTERS | • metacenters n. Plural of metacenter. • METACENTER n. a term in physics relating to centres of gravity of a body floating in liquid, also METACENTRE. |
PERICENTERS | • pericenters n. Plural of pericenter. • PERICENTER n. the point in the path of a body revolving round a centre at which it is nearest to the centre, also PERICENTRE. |
MULTICENTERS | Sorry, definition not available. |
ORTHOCENTERS | • orthocenters n. Plural of orthocenter. • ORTHOCENTER n. the point of intersection of the altitudes of a triangle, also ORTHOCENTRE. |
SUPERCENTERS | • supercenters n. Plural of supercenter. • SUPERCENTER n. a very large discount department store that also sells a complete line of grocery merchandise. |
CHROMOCENTERS | • chromocenters n. Plural of chromocenter. • CHROMOCENTER n. a densely staining aggregation of heterochromatic regions in the nucleus of some cells, also CHROMOCENTRE. |
CIRCUMCENTERS | • circumcenters n. Plural of circumcenter. • CIRCUMCENTER n. the point at which the perpendicular bisectors of the sides of a triangle intersect and which is equidistant from the three vertices, also CIRCUMCENTRE. |