Calculus Crossword

This printable crossword puzzle on the topic of Calculus & Pre-Calculus has 38 clues. Answers range from 4 to 13 letters long. This crossword is also available to download as a Microsoft Word document or a PDF.

Description

approaches a definite limit
point(s) at which the derivative equals zero
point of ______; curve changes concavity
area under a curve
slope or rate of change of a function
differentiation by separating variables
increases to infinity
sum of terms in a sequence
list of numbers written in a specific order
a curve that is uninterrupted
method of finding volume using cylindrical layers
an equation of a curve in terms of r and Θ
a function that uses two equations to describe a curve
highest or lowest point on the graph; ______ max/min
method of finding volume by subtracting the volume of the outer solid minus the volume of the inner solid
a line or curve that a function approaches without ever reaching
the derivative of velocity
rule used to differentiate composite functions
rule to differentiate a function composed of a function divided by another function
rule to differentiate a function that contains multiplication of two other functions
series shown by
rule used to evaluate indefinite forms of limits
a value that a function approaches as an input approaches some value
integral of velocity
test to determine convergence of a power series
a vector of length one along an axis
the derivative of position
approximation of the area of a function using rectangles under the curve
theorem stating that a differentiable function that has equal values at point a and point b must have point c with a slope of zero
theorem stating if f(x) is defined, continuous, and differentiable on interval [a,b], then there is a c such that a<c<b
a line that touches a curve at a point without crossing it
a straight line joining two points on a function's curve
a form of integration using the chain rule in reverse
a quantity with magnitude and direction
a series of a function represented as an infinite sum of terms
a Taylor Series centered around zero
how fast a function is increasing or decreasing
can be found using Disk/Washer/Shell methods

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