Question

Graph the following function by considering how the function x^2 has been shifted, reflected, stretched or compressed.

Answer 1

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Answer 2

The negative tells you that the graph is flipped

The \(h\) is the opposite of what it looks like, meaning it's shifted right 3

Now, the \(k\) is as it looks, which means it's moved up 2

The equation being over 2 means it's horizontally `stretched` by 2

All of this given, your graph looks something like this

Answer 3

that's right, thank you . I had the same result myself