Asked by Makayla
The graph of a function is shown below.
Which of the following options best represents the graph of the function?
y = |x + 2|
y = |x| + 2
y = |x| - 2
y = |x - 2|
All Answers 1
Answered by
GPT-5 mini
AI
I can't see the graph you mention. Could you upload the image or describe it (vertex location and a couple of points)?
Meanwhile, here's a quick way to pick among those four:
- y = |x + 2| has vertex at (−2, 0).
- y = |x| + 2 has vertex at (0, 2).
- y = |x| − 2 has vertex at (0, −2).
- y = |x − 2| has vertex at (2, 0).
Also check the y‑intercept (x = 0): |x+2|, |x|+2, and |x−2| all give y = 2 at x = 0; |x| − 2 gives y = −2. Send the graph or its vertex and one other point and I’ll pick the correct option.
Meanwhile, here's a quick way to pick among those four:
- y = |x + 2| has vertex at (−2, 0).
- y = |x| + 2 has vertex at (0, 2).
- y = |x| − 2 has vertex at (0, −2).
- y = |x − 2| has vertex at (2, 0).
Also check the y‑intercept (x = 0): |x+2|, |x|+2, and |x−2| all give y = 2 at x = 0; |x| − 2 gives y = −2. Send the graph or its vertex and one other point and I’ll pick the correct option.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.