Problem

Find the endpoint of the square root function f(x)=x+2−3

Answer

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Answer

Step 3: Therefore, the endpoint of the square root function f(x)=x+2−3 is (-2, -3)

Steps

Step 1 ：Step 1: To find the end point of the square root function, we first need to identify the domain. The domain of the square root function is all x such that x+2≥0 . So, we have x≥−2

Step 2 ：Step 2: The range of the square root function is all y such that y≥0. However, because of the -3 in the function, the range is translated downwards by three units. Therefore, the range is all y such that y≥−3

Step 3 ：Step 3: Therefore, the endpoint of the square root function f(x)=x+2−3 is (-2, -3)

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