No. It gives a period of π .Ujjwal28 said:Okay so you mean y=sinx/sinx will be equal to one but holes will appear at x=0 and pi, 2pi... npi?
And the spacing bw these holes gives me the period as 1? And same for cos? It will be undefined at npi/2?
A periodic function is a type of mathematical function where the pattern of the function repeats itself at regular intervals. This means that the output values of the function repeat after a certain input value, known as the fundamental period.
The fundamental period of a periodic function can be found by identifying the smallest interval at which the function repeats itself. This can be done by looking at the graph of the function or by using mathematical formulas, depending on the type of function.
Knowing the fundamental period of a periodic function is important because it helps in understanding the behavior and properties of the function. It also allows us to accurately graph the function and make predictions about its future values.
To graph a periodic function, you need to first determine the fundamental period and then plot points on the graph by substituting different input values. The solution of the function can be found by analyzing the graph and identifying the values of the function at different input points.
No, not all functions can be considered periodic. A function can only be considered periodic if it repeats itself at regular intervals. Functions that do not have a repeating pattern are called non-periodic functions.