Determine the intervals on which the function is increasing, decreasing, and constant.
@Hero
I don't understand how to find the answer...
the choices are: Increasing x > 0; Decreasing x <0 Decreasing on all real numbers INcreasing on all real numbers Increasing x < 0; Decreasing x > 0
@myininaya
@zepdrix
@cwrw238
@Luigi0210
@e.mccormick
@Destinymasha
Somebody please....
@Compassionate
Would it be only increasing? I don't understand how to read the graph and answer with x > 0 or x <0
@ash2326
Check the graph, with increase in x is there increase in y (or f(x))?
I believe that there is only an increase so the y must also increase as well right? if was going to be a decrease, then the increase for x would be the decrease for y correct?
also i don't understand when they use f(x) and f(x) = f(-x), i get confused with the number < x < number
Ok, I will explain that doubt later
Okay, but since the graph is only increasing then would it be increasing on all real numbers?
Sorry
So the answer would be increasing on all real numbers since it is only increasing?
As you move right, the graph rises. Which means as x increases, y increases. For x=0, there are many values of y but slope of line >0, so it's increasing at x=0 as well. So it's increasing for all real numbers
Okay, i think i understand it a bit more :)
Thank you very much! I was going crazy not understanding the topic at all :D
Welcome :D
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