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 1/x-7 has a range of real numbers. None of the y values are less than -6.451613

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The function of 1/x-7 has a range of real numbers. None of the y values are less than -6.451613

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what would the domain and range be for this type of function?

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what would the domain and range be for this type of function?

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is it symmetrical

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Are the ranges and domains all real numbers except h?

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Are the ranges and domains all real numbers except h?

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how do you find domain and range?

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how do we find the asymptotes of these functions?

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Can this graph be jagged as opposed to smooth?

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Will my graph stay on the x and y line forever.

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Should you connect the points on you're graph with a smooth curve?

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How can a function create two lines that don't intersect?

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How can a function create two lines that don't intersect?

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H represents the X-intercept of the vertical asymptote.
Justification:
When I chose H as 2, the vertical asymptote was X=2.
I can tell that x=2 is the asymptote, because when I look at the points on the graph, I can see that there are no X-values equal to 2.

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What type of graph is this?

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How can one function create two separate lines that never intersect?

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Here your group will post your summary statements! Be sure that you are including full justifications.

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Here you will make a list of the questions you could ask about the function that your team created.