In mathematics, function is used to show the relationship between values. Each input values of a function gives back exactly one output value. Now we will see how to find the domain math? Suppose that we have a function and we want to find the domain of a function then first it is necessary to know about the definition of domain in function.
If we select the entire ‘x’ coordinate values of a function, all the x – coordinate values are said to be domain of a function. In the same way, the possible ‘y’ coordinate values are said to be range of a function.
Suppose we have some values (8, -15), (-10, 1), (16, -5), (-2, 6), then the domain of function is all the ‘x’ coordinate values. (know more about domain math, here)
Domain = 8, -10, 16, 6.
Range is all ‘y’ coordinate values,
Range = -15, -10, 16, 6.
let's see some steps to find domain of a function.
To finding the domain of a function we follow some steps:
Step1: To find the domain of a function first we have to assume a function which contains ‘x’ and ‘y’ coordinates.
Step2: As we know the domain of a function is all ‘x’ coordinates values.
Step3: In a function if we have values of ‘x’ and ‘y’ coordinates then we can easily find the domain and range of a function.
If we follow these steps then we can easily find the domain of a given function. This is how we can find the domain of a function. Now we will see Taylor Series Expansion. Taylor series can be defined as a series of a function about a function. It is generally used in the approximation of a function. To get more information about Taylor series then follow online tutorial of icse syllabus. In the next session we will discuss about Binary Numbers.
