Hexagon Inscribed in A Conic Section
Pascal's theorem (also known as the "Hexagrammum Mysticum Theorem") states that if an arbitrary hexagon is inscribed in any conic section, and pairs of opposite sides are extended until they meet, the three intersection points will lie on a straight line, the "Pascal line" of that configuration.
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Famous quotes containing the words inscribed and/or section:
“Shall the Spring dawn, and she still clad in smiles,
And with an unscathed brow,
Rest in the strong arms of her palm-crowned isles,
As fair and free as now?
We know not; in the temple of the Fates
God has inscribed her doom;
And, all untroubled in her faith, she waits
The triumph or the tomb.”
—Henry Timrod (1828–1867)
“Socialite women meet socialite men and mate and breed socialite children so that we can fund small opera companies and ballet troupes because there is no government subsidy.”
—Sugar Rautbord, U.S. socialite fund-raiser and self-described “trash” novelist. As quoted in The Great Divide, book 2, section 7, by Studs Terkel (1988)