### Some articles on *point, points*:

Quadratrix

... is then obtained by drawing lines from every

... is then obtained by drawing lines from every

**point**of this spiral perpendicular to its axis ... cylinder passing through the initial**point**of the spiral for its axis ... From every**point**of the curve of intersection, perpendiculars are drawn to the axis ...Euler's Totient Function - Some Values of The Function

... The lower line, y ≈ 0.267n which connects the

... The lower line, y ≈ 0.267n which connects the

**points**for n = 30, 60, and 90 is misleading ... If the plot were continued, there would be**points**below it ... the slope of a line (through the origin) is, there will eventually be**points**of the plot below the line ...Projective Plane

... consists of a set of lines, a set of

... consists of a set of lines, a set of

**points**, and a relation between**points**and lines called incidence, having the following properties Given any two distinct ... Given any two distinct lines, there is exactly one**point**incident with both of them ... There are four**points**such that no line is incident with more than two of them ...Vaqueros De Bayamón - Rubén Rodríguez Performance

... Debuted in the league in 1969 and scored 11,549

... Debuted in the league in 1969 and scored 11,549

**points**and 6,178 rebounds in 631 games ... Established various records in the league**Points**in a career - Rubén Rodríguez - 11,549 ...**Points**in a season - Rubén Rodríguez - 810 (1979) ...Constructible Number - Geometric Definitions

... The geometric definition of a constructible

... The geometric definition of a constructible

**point**is as follows ... First, for any two distinct**points**P and Q in the plane, let L(P, Q ) denote the unique line through P and Q, and let C (P, Q ) denote the unique circle with ... Then a**point**Z is constructible from E, F, G and H if either Z is in the intersection of L(E, F ) and L(G, H ), where L(E, F ) ≠ L(G, H ) Z is in the intersection of C (E ...### Famous quotes containing the word points:

“The men who carry their *points* do not need to inquire of their constituents what they should say, but are themselves the country which they represent: nowhere are its emotions or opinions so instant and so true as in them; nowhere so pure from a selfish infusion.”

—Ralph Waldo Emerson (1803–1882)

“Every man has to learn the *points* of the compass again as often as he awakes, whether from sleep or any abstraction.”

—Henry David Thoreau (1817–1862)

“Only that which *points* the human spirit beyond its own limitations into what is universally human gives the individual strength superior to his own. Only in suprahuman demands which can hardly be fulfilled do human beings and peoples feel their true and sacred measure.”

—Stefan Zweig (18811942)