The integral fills an area with an infinite number of rectangles and sums the areas to get
an exact area under a curve; however, there are many methods for finding an approximate area
under a curve as well. We will look at three meth
MATH260Week 6 Lab
According to the first part of the fundamental theorem of calculus, the antiderivative reverses the
derivative.If f(x) is a derivative, F(x) is the antiderivative.
Directions:Look at the examples below and answer qu
MATH260Week 5 Lab
Category 1: Derivatives of Exponentials: eu
Directions: Look at the examples below and answer the question.
f(x) = ex
f (x) = ex
f(x) = e5x
f (x) = 5e5x
f ( x)=4 e x
f ' (x)=8 x e x
f (x)=e x 2 x
f ' (x)=(3 x22)e x 2 x
MATH260Week 4 Lab
Part I: The Trig Derivatives
Although the derivative of each trig function can be found by using trig identities and the formula
f ( x+ h)f ( x )
, it is far simpler to memorize them because they will be used in many of the
Math 260 - Week 3 Lab
In calculus, much effort is devoted to determining the behavior of the graph of a function over an
interval on the Cartesian Plane.
Finding x & y intercepts, asymptotes, intervals of increasing or decreasing, local maximum and
Statistics Lab Week 4
Name: Frank Sosa_
Binomial Probability Distribution
Calculating Binomial Probabilities
Open a new MINITAB worksheet.
We are interested in a binomial experiment with 10 trials. First, we w
MATH 1532 3.0 - Winter 2013
Practice questions for Chapters 8 to 10
Question 1: Canadians are extremely mobile, moving due to a change in job, wanting a
dierent climate, or wanting to be closer to (or farther from) family. In a random sample of
FUNCTIONS AND MODELS
1.1 Four Ways to Represent a Function
In exercises requiring estimations or approximations, your answers may vary slightly from the answers given here.
1. (a) The point (1, 2) is on the graph of f , so f (1) = 2.
(b) When x = 2, y i