Derivatives
Integrals
Limits
Riemann Sums
Potpourri
100
The part of a graph represented by the derivative.
What is the slope?
100
The portion of a graph represented by an integral.
What is the area under a curve?
100
A limit is when a variable does this to a particular value.
What is approaches?
100
The shape often used to approximate a function.
What is a rectangle?
100
Iowa State University's president.
Who is Steven Leath?
200
The "inventor" of calculus.
Who is Newton?
200
The property of the integral that allows you to break sums into separate integrals.
What is linearity?
200
The limit of sinx/x as x->0.
What is 1?
200
The entire interval divided into n subparts.
What is delta x?
200
The dining center where they serve Blue Bunny ice cream every day.
What is Conversations?
300
The operation that gives you information about the concavity of a function.
What is the 2nd derivative?
300
The name of the function that adds up all of the area underneath a curve, usually represented by F(x).
What is the accumulation function.
300
The type of function which allows you to take the leading coefficients as the limit.
What is a rational polynomial function?
300
The arbitrary x-value where you check the functions height.
What is ck?
300
Ring ding ding ding ding ding ding, ding ding ding ding ding.
What does the fox say?
400
The definition of the derivative.
What is lim(h->0) (f(x+h)-f(x))/h OR lim(a->0) (f(a)-f(x))/(a-x) ?
400
The theorem that says the rate of accumulation at a given point is equal to the value of the function being accumulated at that point.
What is the first fundamental theorem of calculus?
400
The limit from the left must equal the limit from the right.
What is the condition for a limit to exist?
400
The portion of the Riemann sum definition of area that makes it so there are infinitely many rectangles.
What is the limit as n->infinity? OR the limit as ||P||->0?
400
The song to slow down time in Zelda: Majora's Mask.
What is the inverted song of time?
500
The derivative of sinxcotx.
What is -sinx?
500
The two conditions that allow us to use the FFTC.
What are continuous and integrable?
500
The study of limits.
What is calculus?
500
Where all the x values of approximation rectangles are.
What is the partition?
500
The favorite holiday tradition that takes place at the ISU President's house each year.
What is sledding at the Knoll?
M
e
n
u