The vertex of the function is the same vertex of the function .
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The vertex of the function is the same vertex of the function .
The given functions are and . Both functions are written in the form , where the vertex for such parabolas is determined by setting .
Let's analyze each function step-by-step:
Both functions and share the same vertex at the point . Therefore, the statement that the vertex of the function is the same vertex of the function is True.
Thus, the correct answer to the problem is True.
True.
Find the intersection of the function
\( y=(x-2)^2 \)
With the X
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