difference between period and periodicity of 0.39
Answers
Step-by-step explanation:
Period is referred to as a cycle ( length of full cycle), where as periodicity is measure of a function's period.
Periodicity is a tendency for a function to repeat itself at determined intervals in a regular pattern. There is periodicity to all trigonometric functions.
Periodicity is measured by the period of a function which is the inverse of that function 's frequency, or time per cycle (the period is defined as radians / cycle when referring to trigonometric functions).
To be periodic in a function f(x), it must have a consistent repetition of f(x) values over the whole function domain. Knowing a function's periodicity is useful, since one can determine the value of f(x) at any point after the function's period is known.
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