Crossword-Solution: GMA
Anagrams
| Word | Anagrams | |
|---|---|---|
| GMA | anagram | AGM, AMG, GAM, MAG |
We have 99 clues for the answer “GMA”
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Hint 1 meaning
The superficial contents of any figure; the surface included
within any given lines; superficial extent; as, the area of a square or
a triangle.
Hint 2 anagram
REAA
Hint 3 another clue
CERTAIN BRAIN SIZE
48 +2
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Sentences with GMA (5)
The _Pægma_ base or subiect for this metaline machine to stand vpon, was of one solyde peece of marble (of fit and conuenient breadth, heighth, and length, for that purpose accordinglye proportioned) full of streaming vaines, sondry coulered, and diuerslye spotted, maruelous pleasant to the eye, in infinite commixtures, confusedly disposed.
The word "pageant," which appears to be etymologically related to the Greek [Greek: pêgma], is technical in respect of miracle plays, and, in this connexion, is thus defined, by Archdeacon Rogers: "A high scafolde with two rowmes, a higher and a lower, upon four wheeles.
Thus both dialects used [Greek: mêtêr, timê] from an earlier [Greek: matêr, tima], but Attic had [Greek: sophia, pragma] and [Greek: chôra], not [Greek: sophiê, prêgma] and [Greek: chôrê] as in Ionic.
Assuming a periodic solution of these equations (4) w, [~omega], [sigma], = (L, P, Q) exp nti, and eliminating L, P, Q, we obtain (5) (-An² + Kn + gMa)(g - n²b) - gMn²a² = 0, and the frequency of a vibration in double beats per second is n/2[pi], where n is a root of this quartic equation.
Thus if the point of the gyrostat is made to take the periodic motion given by [lambda] = R exp nti, [zeta] = 0, the forced vibration of the axis is given by [~omega] = P exp nti, where (17) P{-(A + Ma²)n² + Kn + gMa} - RMn²a = 0; and so the effect may be investigated on the Fleuriais gyroscopic horizon of the motion of the ship.
Where this answer appears
Appears in: Boston Globe, CrosSynergy, Daily Beast, LAT, Newsday, New Yorker, NY Sun, NYT, Onion, The Atlantic, Three Across, Universal, USA TODAY, WP, WSJ.
Used 147 times in crossword archives (1997–2025).