write an inequality for the graph.
@Directrix here
nop
The border reminds me of the absolute value graph. But, it has been moved up and over, I think.
ok so thats the answer or what lol
Courtesty of the "Wolf," here is how the parent graph looks. http://www.wolframalpha.com/input/?i=y+%3D+absolute+value+of+x
Now, we have to figure out how to move it over 5 units and up 1. After that, we have to figure whether it will be greater than or less than.
ok;)
Go here: http://www.wolframalpha.com/input/?i=y+%3D+absolute+value+of+%28x-5%29 and look at how the graph shifted 5 units to the right with the equation y = abs(x - 5). Your Task: When you get on that site, add 1 to the equation at the top and click on the "=" tab and see if the graph goes up or down one unit. Then, post the link of the graph you made so that I can look at it. Okay? @cutegirl
@cutegirl Please read the above ^^^^ so that we can knock out this problem. Okay?
is it right
No. You did not do what I asked.
Go here: http://www.wolframalpha.com/input/?i=y+%3D+absolute+value+of+%28x-5%29
When you get there, Your Task: When you get on that site,--> add 1 to the equation at the top and click on the "=" tab and see if the graph goes up or down one unit.
Then, post the address of the graph you made so that I can look at it. Okay?
http://www.wolframalpha.com/input/?i=y+%3D+absolute+value+of+%28x-5%29%2B1 like this
Yes.
Does this graph you made (see attachment) look like the border of the one you are given in the problem?
yes!!!!!
Do you agree that the border segments in the given graph are solid and not dashed. As best I can tell, they are solid but we need to know. Tell me what your eyes see.
its solid?
Solid is what I am seeing. Okay, one last thing. This is an inequality that includes the border so it will be y ≥ absolute value of (x-5)+1 OR y ≤ absolute value of (x-5)+1
a ?????
So, which one do you think? You can go back to that graph site and put in y ≥ absolute value of (x-5)+1 and see what you get.
y ≥ | (x - 5)| + 1 See what that looks like.
so thats it ;))
That's what I think.
thank you so much;))))
You are welcome.
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