Find the vertex of the parabola associated with the quadratic equation.
-$y=(x-7)^{2}-8$
A) $(-7,8)$
B) $(8,-7)$
C) $(-8,7)$
D) $(7,-8)$

Name: Find the vertex of the parabola associated with the quadratic equation. -$y=(x-7)^{2}-8$ A) $(-7,8)$ B) $(8,-7)$ C) $(-8,7)$ D) $(7,-8)$
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Question

Quizplus · Accepted Answer

The vertex form of a parabola is $y = a(x-h)^2 + k$, where $(h, k)$ is the vertex. For the given equation $y=(x-7)^2-8$, the vertex is $(7, -8)$.

Find the Vertex of the Parabola Associated with the Quadratic y=(x−7)2−8y=(x-7)^{2}-8y=(x−7)2−8

Find the Vertex of the Parabola Associated with the Quadratic $y=(x-7)^{2}-8$