Vlatko Babic
7th Hour
Title: To Kill a Mockingbird
Author: Harper Lee
Publication Date: 1960
Plot: The book tells a story about segregation in America. Throughout the whole book, Scout
Finch deals with many problems with the people around her. The book is
Vlatko Babic
Babic 1
Mrs. Schexnayder
English II-7th Hour
7 February 2014
In The Scarlet Letter written by Nathaniel Hawthorne, Pearl is a character who serves as
a symbol. Throughout the story she is viewed as many things. Some believe she is a demon chi
Babic 1
Vlatko Babic
Mrs. Langley
UNIV 100
9 September 2016
While playing more games, I have discovered a lot more hidden math in classic games.
Checkers is another simple game with hidden math. As you play the game, you must keep track
of the pieces that
Babic 1
Vlatko Babic
Mrs. Langley
UNIV 100
21 September 2016
After playing more games this week, I have learned a lot more about hidden math in
games. The game of skip-bo is a good example of a game that centers around number
sequences. The game involves
#
#
#
#
Author:
Your-Name
CLID/Section: Your-CLID & section-number go here
Part I of this lab will use the math library, which means
it must be imported
import math
# Print sin/cos/tan for the "common" angles of 30, 45 & 90 degrees
# Remember, sometimes o
Babic 1
Vlatko Babic
Professor Laura Segura
English 101
13 September 2016
In Nancy Mairs student paper On Being A Cripple, the author thoroughly describes
living with a disability. She mentions powerful words such as cripple and handicapped
which effectiv
Rhetorical Analysis Graphic Organizer
ENGL 102 Ritorto/ Spring 2017
Name: _ Author: _ Title: _
Argument and Introduction
Hierarchy of Ideas
Audience and Appeals
Lending Credence
Concrete Supporting Evidence
Conclusion
What is the main argument? How is it
Babic 1
Vlatko Babic
Professor Laura Segura
English 101
21 September 2016
Peer Review: Cassidy
After reading Identity, the overall essay is very smooth and detailed. The story of identity
fits perfectly with the goal of the essay. The essay provides a ton
Math 301 Test 3 Page 2 of 6 10/28/2015
1 _
1. (10 points) Use the reduction formula / sinnwdac = ; sinn"1 :Bcosa: + n n 1 / sin" 2 radar:
to evaluate / 5sin4mdm.
3 2
jSSll/q'lol'u '2 5 2:" $391 mm +37; 59m 14%
A I . l
'%<(cfw_u3aw1+ L; K" irMcan -+ E: l
7'4
Math 301 Test 4 Page 2 of 5 11/16/2015
2 5 8 11 14 17 . .
1. (10 points) Find the general term of the sequence starting With n : 1.
- Eda-1
a_ in
NH ._._ 3
in am: W TV: ;2_ '
\A-a-HP WW
2. (10 points) Show that the sequence cfw_12722 ~ 25n:i is even
Test 2
Elementary Statistics, STAT 214, Sec 13
Time: 1 hour 15 mins, Total: 100 points
Name: . ULID .
1. Fill in each blank with the appropriate word or phrase. 10
a. If an event cannot occur, its probability is . Q .
b. If an event is certain to occur, i
Chapter 7
Logarithms
7.2
Solving Equations using Logarithms
In this section, youll learn how to convert from logarithms of products, powers, and quotients to
expressions in terms of individual logarithms, and conversely. Also, youll learn to simplify expr
Chapter 9
Rational Polynomials
9.1
Rational Functions
Fractional Polynomials are a fancy word for Rational Polynomials or Rational Functions. So what does
Rational mean? Rational just means the quotient of two things, or one thing divided by another.
Rati
Chapter 7
Logarithms
7.1
Introduction to Logarithms
Definition 1. How do you read a logarithm?
Say for example, we have
log2 x
We read this as log base 2 of x. Then to solve this, we ask ourselves 2 raised to what power will give
us the x value?
Definitio
Chapter 6
Exponential Functions, Expressions,
and Equations
6.6
Exponential Functions and Base e.
Leonhard Euler used the letter e to denote an important constant back in the days. Funny thing, that
little constant describes a ton of things in Medicine, E
Chapter 7
Logarithms
7.4
Natural Logarithms and Logarithms of Other Bases
Definition 1. Logarithmic Function, Base e
The Log function, base e is what is called the Natural Logarithm. Its written as the following:
loge x = ln x
Remember those properties of
Chapter 7
Logarithms
7.3
Applications of Logarithms to Modeling
In the past section, we learned how to solve exponential equations using logarithms. Exponential equations often show up when we ask questions about situations that are modeled by exponential
Chapter 6
Exponential Functions, Expressions,
and Equations
6.1
Exponential Functions
In past sections, weve dealt with exponential functions, but weve called them power functions. Essential
theyre the same, except, power functions, we couldnt have expone
Selected Homework Answers to Test 1
EGT
HW Set 1 (Sec. 1.1)
7. AB = 20 cm
9a) 4 lines b) 6 lines
HW Set 2 (Sec. 1.2)
7a) 8.67 m
b) 53.2 cm
HW Set 5 (Sec. 2.1)
2. b = 142 c = 38
c) 63,200 mm
d = 142
d) 2350 m
8. x = 60
HW Set 6 (Sec. 2.2)
3) c = 68 4) d =
Ch.2 Motion and Speed
I. Describing Motion
A. Motion- when an object changes in position relative to a
reference point.
1) Distance- how far an object has moved.
2) Displacement- distance and direction of an objects change
of position from a starting poin
Diamond Barthelemy
October 5, 2013
Physical Education Report
Physical Education in Ancient Greece
Physical Education goes way back to the times that were before
Christ. Most people dont know that physical education is to help ones
physical health. Althoug
Calculus Volume 1
OpenStax
Rice University
6100 Main Street MS-375
Houston, Texas 77005
To learn more about OpenStax, visit http:/openstaxcollege.org.
Individual print copies and bulk orders can be purchased through our websit
Calculus Volume 2
OpenStax
Rice University
6100 Main Street MS-375
Houston, Texas 77005
To learn more about OpenStax, visit http:/openstaxcollege.org.
Individual print copies and bulk orders can be purchased through our websit
Individual
Leadership
Plan
Insert Name:
SOMS 380
Fall 2013
1
Please create your personal mission statement:
After you have written a draft of your Personal Mission Statement, evaluate it by yourself:
_Do I feel this vision statement represents the integri
Final Exam Grade:
NAME ———————————————————————————————————————————————————————————— ——
MATH 321A Final Exam 150Points Total Dec 12, 2011
You must show enough work, or give sufﬁcient explanation, in each problem to clearly
indicate how you obtain your an