The endpoint of the function y = (1/2)√(x+3-9) can be found by setting x to infinity and determining the corresponding y value.
As x approaches infinity, the term inside the square root, x+3-9, approaches infinity as well. This means that the function will continue to increase without bound as x gets larger.
Therefore, the endpoint of the function is a point at infinity, which can be written as (infinity, infinity).
y=(1)/(2)\sqrt(x+3-9)
what is the endpoint of the function
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