(1) Two walls trisect the gallery

(2) The right of the two diagrams shows how this hyperbola can be used to trisect the angle AOB.

(3) What the proposals amounted to was a plan to trisect the West Bank into three cantons by annexing blocs of settlements.

(4) Today, even as traffic signals multiply and thick yellow lines bisect and trisect the roads, motorists, scooterists and non-conformists all line up together at painfully long red lights and plan strategy.

(5) The curve, so named by Roberval, can be used to trisect an angle.

(6) My own heritage is more far-flung, encompassing Wales, England, Germany, and Hungary, as well as countries in eastern Europe that no longer exist, having been bisected and trisected by countless wars.

(7) Astrolabes were circular devices that arranged the stars into three u251cu00f6u251cu00e7u251cu2510pathsu251cu00f6u251cu00e7u251cu00fb, trisecting the sky at the eastern horizon.

(8) It was a favourite with 17 Century mathematicians and could be used, as Nicomedes had intended, to solve the problems of duplicating the cube and trisecting an angle.

(9) In extending from the Pythagorean numbers to the totally real Vietens, it is important to understand the constructions involving trisections .

(10) Squaring the circle is one of the three great problems of Classical Geometry, along with the trisection of the angle and the duplication of the cube.

(11) The second cone image represents these different regions with horizontal lines trisecting the cone.

(12) Due to the definition of rotation angles, A, B, and C are the intersections of trisectors .

(13) The instrument panel is trisected , with distinct gauge clusters, trim, and finishes for each level.

(14) A method to obtain a good approximation to the trisector of an angle by Euclidean construction is also given.

(15) In particular they used kinematic methods to solve the classical problem of trisecting an angle.

(16) Gauss had stated that the problems of duplicating a cube and trisecting an angle could not be solved with ruler and compasses but he gave no proofs.

(17) Nicomedes trisected any rectilinear angle by means of the conchoidal curves, of which he had handed down the origin, order, and properties, being himself the discoverer of their special characteristic.

(18) Their centers thus lie on the trisectors of the angles adjacent to that line.

(19) Like so many curves it was studied to provide a solution to one of the ancient Greek problems, this one is in relation to the problem of trisecting an angle.

(20) Prima facie, the long-standing problems of trisecting an angle, squaring a circle, and doubling a cube are not questions of existence.