The approximation for the period of these objects must include an infinite expansion when dealing the large amplitude variety of this object. Chaotic systems can be displayed by setting a large one of these into motion. The period of the (*) simple type of this object equals two pi times the square root of its length over gravity. One type of this object is used to show the rotation of the earth and is named for Foucault (foo-KOH). For 10 points, name this physical object often demonstrated using a swinging mass suspended by a string.
The approximation for the period of these objects must include an infinite expansion when dealing the large amplitude variety of this object. Chaotic systems can be displayed by setting a large one of these into motion. The period of the (*) simple type of this object equals two pi times the square root of its length over gravity. One type of this object is used to show the rotation of the earth and is named for Foucault (foo-KOH). For 10 points, name this physical object often demonstrated using a swinging mass suspended by a string.
The approximation for the period of these objects must include an infinite expansion when dealing the large amplitude variety of this object.
{pendulums} [or large amplitude {pendulums}; or {double pendulums}; or simple {pendulums}; or