Alright, Scenario: Rhianna says she can draw different functions that have the same x-intercepts and the same domain and range. Her teammates say "No, that's impossible!" But Rhianna insists,"It is possible if we just try to sketch the graphs." a. What if the x-intercepts are (-5,0),(2,0), and (6,0), the domain is −5≤x≤ and the range is −4≤y≤10 Is there more than one function possible? Give examples.
I don't understand any of it at all.
do you havr the link?
there are 3 diff x intercept when the question says they are the same.. doesnt make sense
It isn't in the program. They skip it Here's the link to where it should be: http://www.cpm.org/students/homework/A2C_Problems/A2C_Ch1_Answers/A2C_hwk_ch1.html It's 1-46 But its not on there.
maybe because the question doesnt make sense.. lol
This is what it says word for word in the book: a. What if the x-intercepts are (-5,0) , (2,0) , and (6,0), The domain is:\[-5 \le x \le 7\]and the range is:\[-4 \le y \le 10\] Is more than one function possible? Give examples to help explain why or why not.
more than one function is totally possible, but they dont have the same x intercepts like it said earlier.
So the answer would be no then, because the x intercepts aren't the same? Because in the scenario it states they have to be that same. Thats fine, moving on. Part b. b. What if the x-intercepts are (-4,0) and (2,0) the domain is all real numbers, and the range is \[y \ge -8\] Is there more then one function possible? Give examples of multiple functions or explain why there can only be one.
there will always be more than one function possible
What are some exmaples
draw or function?
Functions,
y = x^2 -8
One more
man you're needy ;) y = (1/9)x^2 -8
please throw another medal my way.. :)
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