This is used to differentiate a composition function.
A circle centered at the origin with radius one.
The second derivative of the position function.
The type of differentiation used to determine the derivative of a non-explicitly defined function.
If the first derivative test gives a positive solution over an interval, the function is said to be this over that interval.
The rate of change of a function over an interval.
X-values where the derivative is zero or undefined.
A value that the dependent variable approaches as the independent variable gets increasingly closer to a given value.
The lowest point of graph over its entire domain.
A point of a graph where concavity changes.
A method for finding the volume of a region rotated about an axis.
One of the inventors of Calculus.
The branch of mathematics that involves derivatives and integrals.
The rule that states (f/g)'=(gf'-fg')/g^2
The antiderivative of the acceleration function.
Down
A relation whose independent values each have exactly one dependent value.
The second derivative test is used to determined this.
The approximation of the area under a curve using rectangles.
This determines the instantaneous rate of change.
The highest point of graph over its entire domain.
You must attach this to the end of your answer when evaluating indefinite integrals.
The set of independent variables of a function.
The function whose derivative is (secx)^2
The antiderivative of cosx.
A function is said to be this if there are no jumps, holes, or asymptotes.
The type of integral that has bounds.
A method for finding the volume of a region rotated about an axis.
This is used to determine the area under a curve.
His rule states that if a limit yields 0/0 or infinity/infinity, you can differentiate the numerator and denominator separately and reevaluate.
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