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The rate of change of a function that has a limit

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A function created from an original function to show the slope of the originial function’s slope, essentially showing the rate of change of the slope of the original function.

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It shows rate of ch

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It's a slope function what has a limit and

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It’s a rate of change function for f(x)

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Derivative question on the January 31, 2018 Standard level B day arithmetic class

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Derivative question on the January 31, 2018 Standard level B day arithmetic class

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A derivative is the equation of the slope of the function

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A derivative shows the rate of change of a function and all

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A derivative is the rate of change of a function. 

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A derivative is the rate of change of a function. 

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A derivative is a lovely adventure to find a rate of change

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The equation for the slope of a tangent line at a point on a graph

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A derivative is showing us the rate of change of a function

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A derivative is a function of x for f(x), but is more specifically the rate of change for f(x)

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A derivative is defined not only as the rate of change function for any function f(x), but also the slope of the tangent of the function f(x), also known as the secant with an h value of zero.

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A derivative is a type of limit. It can also be seen as the rate of change of a function.

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It is the graph of the slopes of the tangent lines of a function

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It is theexpression that represents the slope of a curve.

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A derivative is the rate of change of a function at a certain point

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A derivative is a function that gives the instantaneous slope of any given point in a curve. Otherwise, the slope of a tangent to the curve at any given value of x.

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A derivative is an equation that will give you the rate of change at any single moment within a function whose rate is otherwise constantly changing!

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L

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A function whose points are the slopes of another function.

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rate of change of a function