Short Stories
Strategies, questions, and vocabulary
Literary elements: Conflict
Most stories are built around a central
conflict or struggle between opposing
forces.
The five basic forms of conflict are
person versus person; person versus
self; person v
NO GRAY AREAS
I lay on the cot, my hands folded behind my head, my stomach folded in knots. How
could this have happened? I asked myself.
I looked around the sparsely furnished nurses room. In the corner stood a gleaming
white cabinet, its innards stuffed
Short Stories
Strategies, questions, and vocabulary
Literary element: Point of View
The vantage point from which a story is told.
First person: told by one of the characters in
his or her own words.
Third person: told by someone not in the
story. A nar
No Gray Areas
Literary Analysis
English 9 Honors
OK, so now we build off the skills that you demonstrated in creating effective literary analyses for Of
Mice and Men by crafting a one-page, typed essay for the coming-of-age short story No Gray Areas.
Answ
ENGLISH 9 HONORS
BIBLIOGRAPHY
You must submit a bibliography with at least five sources (you can have more) with your speech. It
contains publication information for your sources and should include all of your source material, even if
it was not cited in
ENGLISH 9 HONORS
SHORT STORY UNIT: JOURNAL ENTRIES
As we read short stories, you will be asked to compose several journal entries that ask you to reflect on
your own life experiences, as they pertain to themes of the stories we read. These will eventually
NATURALISM IN OF MICE AND MEN/TO A MOUSE
Literary analysis
NATURALISM WRITING ASSIGNMENT
Prompt: Choose and compare at least two naturalistic concepts shared by Robert Burns poem To A Mouse and
John Steinbecks novel Of Mice and Men. Your essay should incl
English 9 Honors
Pre-course Reading Assignment
Hello, Scholars! Welcome to English 9 Honors. Below you will find assignments
that you should complete before our first class, as they will form the basis of our
first several classroom discussions. If you ta
Subspaces
Thursday, October 08, 2015
6:23 PM
Ker(T) = null(A)
Range(T) = spancfw_a1,an
Is S a subspace?
If 0 not in S then not a subspace
If S is generated by set of vectors
If A is n x m matrix then:
Set of solutions Ax=0 form subspace of R^m
Null space
clc
clear
%This program will compute for the volume of some solids
disp ('This program will help you to calculate the Volume of some Solid Figures')
%Choices
disp ('[A] Right Prism')
disp ('[B] Cube ')
disp ('[C] Rectangular Solid')
disp ('[D] Right Circu
18.03SC Practice Problems 27
Laplace transform
Rules for the Laplace transform
f (t)est dt
Denition:
L[ f (t)] = F (s) =
Linearity:
L[ a f (t) + b g(t)] = a F (s) + b G (s).
L 1 :
F (s) essentially determines f (t) for t > 0.
s-shift rule:
L[ert f (t)] =
Computing the Laplace Transform
Quiz: What is L(1 + t)2 )?
Think about your answer and then look at the choices.
MIT OpenCourseWare
http:/ocw.mit.edu
18.03SC Differential Equations
Fall 2011
For information about citing these materials or our Terms of Us
Part II Problems
Problem 1: [Laplace transform] (a) Suppose that F (s) is the Laplace transform of f (t),
and let a > 0. Find a formula for the Laplace transform of g(t) = f ( at) in terms of F (s),
by using the integral denition and making a change of va
Part I Problems
Problem 1: Let be a given complex number. From the denition of the Laplace trans
z
form, nd L ezt and also its region of convergence.
Problem 2: By using the table of formulas, nd:
(a) L et sin 3t
(b) L e2t (t2 3t + 2) .
Problem 3: Find L
GLOSSARY: A DICTIONARY FOR LINEAR ALGEBRA
Adjacency matrix of a graph. Square matrix with aij = 1 when there is an edge from node
i to node j; otherwise aij = 0. A = AT for an undirected graph.
Affine transformation T (v ) = Av + v 0 = linear transformati