See also:

• BRACHISTOCHRONE (from the Gr. /3paxurros, shortest, and xpovos, time)

BRACHISTOCHRONE (from the Gr. /3paxurros, shortest, and xpovos, See also:

• TIME (0. Eng. Lima, cf. Icel. timi, Swed. timme, hour, Dan. time; from the root also seen in " tide," properly the time of between the flow and ebb of the sea, cf. O. Eng. getidan, to happen, " even-tide," &c.; it is not directly related to Lat. tempus)
• TIME, MEASUREMENT OF
• TIME, STANDARD

time)  ,. a See also:

• TERM

term invented by See also:

• JOHN
• JOHN (1167–1216)
• JOHN (1290-c. 1320)
• JOHN (1296-1346)
• JOHN (1371–1419)
• JOHN (1468-1532)
• JOHN (1801-1873)
• JOHN (Heb. llni')
• JOHN (ZAPOLYA) (1487-1540)
• JOHN, 4TH MARQUESS OF TWEEDDALE (c. 1695-1762)
• JOHN, DON (1545-1578)
• JOHN, DON (1629–1679)
• JOHN, GOSPEL OF ST
• JOHN, or HAYS (1513–1571)
• JOHN, THE APOSTLE
• JOHN, THE EPISTLES OF

John See also:

• BERNOULLI

Bernoulli in 1694 to denote the See also:

• CURVE (Lat. curvus, bent)

curve along which a See also:

• BODY

body passes from one fixed point to another in the shortest See also:

• TIME (0. Eng. Lima, cf. Icel. timi, Swed. timme, hour, Dan. time; from the root also seen in " tide," properly the time of between the flow and ebb of the sea, cf. O. Eng. getidan, to happen, " even-tide," &c.; it is not directly related to Lat. tempus)
• TIME, MEASUREMENT OF
• TIME, STANDARD

time . When the directive force is See also:

• CONSTANT, BENJAMIN (1845-1902)

constant, the curve is a See also:

• CYCLOID (from Gr. iciidws, circle, and ennos, form)

cycloid (q.v.) ; under other conditions, spirals and other curves are described (see See also:

• MECHANICS

MECHANICS) .