- #1
kLPantera
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- 0
Homework Statement
When given the graph of f '(x) the graph sort of oscillates above the x-axis and the graph of
g '(x) which starts in Quadrant III sort of curves up, goes through point (0,0) keeps going up then begins to even out.
Homework Equations
How can you tell how many solutions there can be when f(x) = 0? How can you tell how many solutions there can be when g(x) = 0? and If g(x) has 2 solutions where would they be?
I don't seem to understand this.
Any help would be appreciated