The graphs of y=f(x) and y=g(x) are shown. Select all points that are possible solutions to y=f(x) only.
Notice that graphs f and g are marked in the lower, left-hand corner of your illustration. Is the line "f(x)," or is the curve "f(x)?"
i think the curve is fx idk
Have you found the graph marked "f"?
you can also use this to help https://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&ved=0ahUKEwi8stKjvrvKAhVCGT4KHdeSBcsQFggdMAA&url=http%3A%2F%2Fwww.rasmus.is%2Fuk%2Ft%2FF%2FSu52k03.htm&usg=AFQjCNEczx6RbdGxpEkB9L-3ef5UENxhgA
it gives examples on how to do this
nike: Thank you for trying to help, but this particular reference does not address the question that @jjuden is working on. Please re-read that question.
yes
oh ok
@jjuden: Now follow the curve "f" from left to right. I see three points marked on this curve. Which of those three points lie on f ONLY, not on g?
c and b?
or d and b
Remember, we want points that line on graph f(x) ONLY. Try again.
If a point lies on graph g(x), we do not count it.
so c and b? or is it a and b
Explain why you think A might be a possibility.
Remember: we want points that lie ONLY on graph f(x).
so would it be just b cause idk
Actually, b and c are correct. The y-axis doesn't count as a separate graph, at least not in this problem. Could you verify that b and c are ONLY on graph f(x), and that they are NOT on graph g(x)?
Does B touch graph g? Does C touch graph g? Does A touch graph g?
no they dont
a does
thank you for helping my dumb self :)
Right. So, what's your final answer to this problem statement? And...you're not dumb!
b and c
The points that are solutions of f(x) are b and c. Right. Great!
Points that lie on a graph are "solutions" of the function the graph represents.
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