Question

In the fields of chaos theory, which of the following would be classified as chaotic?
A) Digits of the number of pi.
B) Cloud formation.
C) Atomic masses of chemical elements.
D) The mechanism of a clock.
E) The electromagnetic spectrum.

Answer 1

Hint: We know that Chaos theory is a branch of mathematics that focuses on the study of disorder states of dynamical systems. Actually random states of disorder are frequently governed by deterministic laws that are aware of early conditions.

Complete answer:
We must remember that the Chaos theory is the division of study in mathematics so as to study the behavior of dynamical systems that are sensitive to first conditions, a response commonly mentioned because of the consequence. Small differences in initial conditions (such as those because of rounding errors in numerical computation) give in broadly diverging outcomes for such dynamical systems, representation of long-term prediction impracticable normally.
Chaos: When this determines the long run, but the approximate present doesn't approximately determine the long run. Chaotic behavior exists in many natural systems, like weather, climate and cloud formation.
Therefore, the option is B is correct.

Additional Information:
We must know that Chaotic behavior exists in several natural systems, together with fluid flow, heartbeat irregularities, weather and climate. It additionally happens ad labium in some systems with artificial components; admire the exchange and road traffic. This behavior is often studied through the analysis of a chaotic mathematical model, or through analytical techniques such as repeat plots and Poincare maps. Chaos theory has applications in a variety of disciplines, including meteorology, anthropology, sociology, physics, environmental science, pc science, engineering, economics, biology, ecology, pandemic crisis management, and philosophy. The idea fashioned the premise for such fields of study as complicated energizing systems, fringe of chaos theory, and self-assembly processes.

Note:
-In common usage, "chaos" means "a state of disorder “though, in chaos theory, the term is defined more precisely. To classify a space as chaotic, it must have these properties,
-it must be sensitive to initial conditions,
-it must be topologically transitive.
-It must have dense periodic orbits.