fill in the equation for the graph.\ny = -|x - ?| +

Explanation:

Step1: Identify the vertex of the absolute - value function

The vertex of an absolute - value function of the form $y = a|x - h|+k$ is the point $(h,k)$. The vertex of the given graph is at the point $(6,3)$.

Step2: Determine the values of $h$ and $k$ in the function $y=-|x - h|+k$

For the function $y=-|x - h|+k$, comparing with the vertex form, when the vertex is $(6,3)$, we have $h = 6$ and $k = 3$.

Answer:

$y=-|x - 6|+3$