What are the maximum and minimum values of a function between two specified x values on a graph?
100
Discontinuity
What is a point at which a function does not exist?
100
Designated Derivers
What is the best group in class?
200
Derivative= -2sin(2x)
What is the derivative of cos(2x)
200
A theorem that guarantees that a value C exists between two other values when sudden requirements are met.
What is IVT?
200
Find the inverse derivative:
y=1/2x-1
What is 2?
200
The appearance of a graph as it is followed farther and farther in either direction.
What is end behavior?
200
Alabama! Roll Tide
What is Mrs. Atkins' Alma Mater.
300
Integral: (3x^4)+e^(sin(x))cos(x)+ c
What is the integral of (12x^3)+e^sin(x)
300
Instantaneous velocity.
What does the derivative tell a person?
300
SIMPLE NOTATION PROBLEM!
How would one express f' in words?
What is f prime?
300
A point (x, y) on the graph of a function at which the derivative is either 0 or undefined
What is a critical point?
300
Punniest of them All.
Who is Marvin Lewis?
400
6sin(2x)/(3cos(2x)
What is the derivative of ln(3cos(2x))
400
Synonymous with integration.
What is antidifferentiation?
400
(e15x^2)/(5x^3)+ (4/5)x^3
What is the derivative of (eln(5x^3)+1/5x^4) ?
400
A function (or relation) written using (x, y) or (x, y, z) coordinates.
What is Cartesian Form?
400
The man who hides and is hidden.
Who is Buzz Lightyear?
500
Integral: sec(x)+18sin(1/3x)
What is the integral of sec(x)tan(x)- 6cos(1/3x)
500
C
What is the variable that signifies that a constant could have been in the function before it was differentiated?
500
1/2sinxcosx+4sec(4x)tan(4x)
What is the derivative of 1/4(sinx)(sinx)+ sec(4x)
500
A sequence with terms that have an upper bound and a lower bound. For example, the harmonic sequence is __________ since no term is greater than 1 or less than 0.
What is a bounded sequence?
500
Character that one student created an impressive model of.