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Identify the domain of f.
For which values a does lim x -> a f(x) not exist? Find all values a where lim x -> a f(x) exists, f is defined at a, but lim x -> a f(x) does not equal f(a).
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Identify the domain of f For which values a does lim x a f x not exist Find all values a where lim x a

Answer :

The graph shows that the domain and range of the line segment were [-5, 1] & [-4, 7, correspondingly.

Describe domain.

A function's domain is the set of values that it can accept. These figures represent a function like f's x-values (x). The domain of a function is the set of possible values on which it can operate. This set is the value which the return type after the x value has been entered. Y = f is a function where x is an independent variable and y is a dependent variable (x). If a value of x can be successfully utilized to produce a single value of y using a value of f, then that value is said to be within the domain of that function.

Here,

The domain denotes all conceivable possibilities for x, whereas the range denotes all possible values of y.

The graph shows that the domain and range of the line segment is [-5, 1] & [-4, 7, respectively.

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