1.
A point at which f has either an absolute minimum or maximum at an interval
2.
The point at which f has the greatest value on a given interval
3.
The point at which f has the least value on a given interval
4.
This is the process of finding the absolute extrema of a function with given constraints
5.
A curve described by the shape of a freely hanging chain, rope, or cable
6.
The measure of quantity changing with respect to another quantity changing, on average
7.
This describes the one-dimensional motion of a particle along a straight line
8.
A function that describes the position of a particle at a given time
9.
In rectilinear motion, it is defined by the absolute value of the derivative of the position function
10.
Problems that involve at least two changing quantities
11.
Process of differentiating an implicit equation with respect to the variable x
12.
Point at which f has either a relative maximum or relative minimum
13.
Point at which f has the least value in an open interval
14.
Point at which f has the greatest value in an open interval
15.
Values which are candidates for the function's relative extrema
16.
Determines whether the graph of a function at a given interval forms concave up or concave down
17.
Process graphing of a function featuring the shape of its curves with differentiation
18.
Points at which the function crosses the axis of the graph
19.
Graph of the function on an open interval where f' is decreasing
20.
Graph of the function on an open interval where f' is increasing
21.
A hyperbolic function analogous to the sine
22.
A hyperbolic function analogous to the cosine
23.
Defined by the value of second derivative of the position function in rectilinear motion
24.
Defined by the value of the derivation of the position function including the particle's direction
25.
States that if f has an extremum value at c, f'(c) is either 0 or does not exist
