graphing quadratics?
I'm confused since those plots aren't on the lines
Working from a chart is fundamentally flawed. Just do the best you can. This appears to be a parabola with axis of symmetry at x = 2. Thus, there should be not change at all when considering ONLY the two points at x = 0 and x = 4, no matter what their value appears to be on the odd drawing.
...So it's 0? O.o but why?
What's an Average Rate of Change? If the two points are (0,4) and (4,4), what is the change from 4 to 4?
2 I think? I'm bad at this xD
Average Rate of Change. You must get this concept in your head. It's a lot like SLOPE, but a little more general. What is the rate of change (the slope) in these two examples? (0,0) ==> (1,1) (1,1) ==> (2,3)
0?
the average rate of change between 2 points is the slope. at x=0, y=4 so the first point is (0,4) at x= 4, y=4 and the 2nd point is (4,4) here is a graph of the line through those points
okay..
even though the parabola is zooming down and then back up, the average change between where you started and where you stop is represented by a horizontal line... with slope=0
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