Can someone check to see if I sketched the derivative correctly of a given graph?
OCW Scholar - Single Variable Calculus
Stacey Warren - Expert brainly.com
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Actually the graph is all that I was given. I was not given the function at all. I am suppose to use the information that if the graph is increasing then the derivative of the graph will be above the x axis, if the graph has a horizontal slope (ie tangent line) then the graph of the derivative has the root there, and if the graph is decreasing then the derivative of the graph will be below the x axis.
This is AP calculus and they could give any graph of any function, so they tend to do piecewise alot
looks about right :D
The graph of the derivative is not continuous at the cusp, as is the case in your pic, so nice job!
If the function doesn't exist at the value of x=1 and therefore is not differentiable at x=1...which means it should have an open circle at your green dot.