14. Where would you plot the vertex on the graph of the following
absolute value equation? Enter your answer as an ordered pair (x,y).
y = |x +41 + 2
Enter the answer
Check it
ska)

When you get this value, you have the x value of the minimum. That's because you have made the x value 0. Any other value will turn the y value into a number greater that 2. In other words, the absolute value is larger than 0, so the y value is greater than 2.

The vertex is (-4,2) . I have enclosed a graph to show what this will look like when graphed.

Don't do anything until I check this. I'm using my phone. You are the first person I have tried to use my phone on. It's not as good as my computer. This is the final answer.

14. Where would you plot the vertex on the graph of the following absolute value equation? Enter your answer as an ordered pair (x,y). y = |x +41 + 2 Enter the answer Check it ska)

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14. Where would you plot the vertex on the graph of the following
absolute value equation? Enter your answer as an ordered pair (x,y).
y = |x +41 + 2
Enter the answer
Check it
ska)