1. Section 9.1
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y=( 1-1)^2 ⇔ y=0 This is the smallest possible output. Let's look at the function.
We can see that the graph is symmetric about x=1. That is also where it has its lowest point.
The graph is symmetric about x=0. This is also where it has its lowest point.
y=( - 2+2)^2 ⇒ y=0 Let's look at the graph of this function.
The graph is symmetric about x=- 2. That is also where we find the function's smallest possible output.
Therefore, this function has a largest possible output. The highest point is found by using that the graph is symmetric about x=0. The graph is at its highest point at x=0.