Answered

Which of the following describes the end behavior
2x
of f(x)=33?
O The graph approaches 0 as x approaches
infinity.
O The graph approaches 0 as x approaches
negative infinity.
O The graph approaches 2/3 as x approaches
infinity.
O The graph approaches -1 as x approaches
nega



Answer :

GinnyAnswer
The end behavior of the function f(x) = 33 is described as follows: - The graph approaches 33 as x approaches both positive and negative infinity. Since the function f(x) is a constant function (f(x) = 33), it means that no matter how large or small the x-values become, the function output remains constant at 33. Therefore, the graph of this function will approach 33 as x approaches both positive and negative infinity. This behavior differs from functions where the graph approaches zero or other specific values as x approaches infinity or negative infinity. In this case, the constant value of 33 remains unchanged regardless of the x-values.