May 08, 2017
Mrs. Evelyn M. McNeil
4582 Campus Drive
Fort Worth, TX 76119-1895
Dear Mrs. McNeil
The new holiday season is just around the corner, and we invite you to beat the rush and visit
our exciting Gallery of Gift. Gift giving can be a snap this yea
My Birthday day is March 21, 2002. All my family likes to play soccer
on the week on the park because thats are favorite sport to play.
My favorite subject in school is science because we do experiment.
And my education is important because I wan
Mr. James c Stamford
Manager of human resources
2000 Smith Street
New York, NY 10592
Dear Mr. Stamford
I am interested in applying for the position of network engineer,
which was advertised to March 12 Through the career
2 Body Systems: The digestive and circulatory system
How they are interacting: The digestive system breaks down the food I
eat and the circulatory system brings the nutrients to all my cells
Actor research project
Born: September 25, 1968 (age 48), West Philadelphia, Philadelphia, PA
Height: 6 2
Spouse: Jada Pinkett Smith (m. 1997), Sheree Zampino (m. 19921995)
Children: Jaden Smith, Willow Smith, Trey Smith
TV shows: The Fresh Pri
(b) I walk my canine-he is still a puppy through the
Narrow streets of my neighborhood he barks at the many rats
_c_12. Word : ossify
( c ) MR. Delville ,who has lost his wife and
brother, who has lost his wife and brother ,wanders the
By: Mauro Benavides
P- Powerful Program For
I like to talk to people.
I am very optimistic on getting my work done.
I like Whataburger very much.
E- Easter egg
I am very hard to find because I am small
Activity 3.1.3 Student Response Sheet
1. In your own words, create a definition for cancer.
Cancer is a mutation in cells that change the code of can and the growth of cells.
2. What is the difference between normal cell division and cancer cell division?
1. Explain why HeLa cells have an abnormal number or structure of chromosomes.
Cells normally die if the chromosome number gets out of whack. HeLa cells have a mutation that
allows them to live even though their DNA is messed up (in other words they are a
1. Would this be a career area you would be interested in pursuing? Why or
Yes, this is a interesting branch of science to persuade because it can help
find new vaccines that can prevent viruses to hijack the host and repopulate.
2. Gardasil is a
All Quiet On The Western Front
Chris Gomez Catalan
October 21st, 2016
The war was based during the World War I occurring in the Austria Hungry. The Theme
of the novel is based on comradeship however, throughout the novel everyone depen
BirthMandela clan in Village of Mvezo Transkei on July 18,1918
DiedDecember 5, 2013 (Johannesburg, South Africa
Nelson Mandela was former President of South Africa (1994- 1999)
Some of N
6. Definition of Derivative Classwork
Lets review. For f ( x ) = x 2 3x +1 , find the slope of the tangent line at a) x = 2, b) x = 1.
f ( 2 + h ) f ( 2 ) ( 2 + h ) 3( 2 + h ) +1 ( 1) 4 + 4h + h 2 6 3h + 2 h (1 + h )
= 1+ h = 1
a) mtan =
31. Definite Integrals with u-Substitution Classwork
When you integrate more complicated expressions, you use u-substitution, as we did with indefinite integration.
The issue is that we are evaluating the integrated expression between two x-values, so we
15. Continuity and Differentiability Classwork
Back in our precalculus days, we dabbled in the concept of continuity. We reached a very informal definition of
continuity: a curve is continuous is you can draw it without taking your pencil from the paper.
Volume by Disk/Washers - Classwork
1st problem: You are given the function y = f ( x) and you are looking at between x = a and x = b .You are then
going to rotate the function about the x-axis. The 3-D object you get appears like the one below.
We wish to
34. Average Value and the 2nd Fundamental Theorem Classwork
On the first graph of f ( x ) below, we know that the area under the curve between x = 0 and x = 2 is
f ( x ) dx .
Question: is there a rectangle with base 2 whose area is exactly equal to t
Before we get into what calculus is, here are several examples of what you could do BC (before calculus) and
what you will be able to do at the end of this course.
Example 1: On April 15, many people mail in their taxes to the Internal Reve
10. Differentiation of Trigonometric Functions Classwork
To find the derivative of f ( x ) = sin x , we could go back to the basic definition of the derivative:
sin ( x + h ) sin x
. From there it is not clear how to proceed. So let us attempt to determin
25. Indefinite Integration Classwork
In precalculus, you studied inverse functions (also in the review section of this manual) and we have already
spent time taking derivatives of inverses. The inverse operation is denoted as f 1 , not to be confused with
37. Volumes of Revolution Classwork
Suppose you are given the function y = f ( x ) on [ a, b ] . We will take
this function and rotate it about the x-axis. The 3-dimensional object
you get appears like the one to the right. If you look at a crosssection b
28. Definite Integrals Classwork
The course started off with defining the slope of the tangent line to a function. We developed a term for that
concept: the derivative. We will do the same for areas under curves. We define the term for the area between