Which statement best compares the graphs of f (x) = [x] and f (x) = [x]? The two graphs are exactly the same. The open and closed circles are reversed. The open and closed circles are reversed, and the graph of f (x) = [x] shifts up. The open and closed circles are the same, but the graph of f (x) = [x] shifts up.

Question

Mathematics

Guest

21 January, 16:55

Which statement best compares the graphs of f (x) = [x] and f (x) = [x]? The two graphs are exactly the same. The open and closed circles are reversed. The open and closed circles are reversed, and the graph of f (x) = [x] shifts up. The open and closed circles are the same, but the graph of f (x) = [x] shifts up.

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Heath Lynch · Answer 1

Unless, you have a typo the graphs are exactly the same. You have the same function listed and the equation is exactly the same. You have f (x) = [x] for both equations.