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162 Cards in this Set

  • Front
  • Back

Common unit of organization in prose

Sentence

Assonance

Repetition of identical or similar vowel sounds in stressed syllables.... "Near rhyme" the quiet bride cried

Iambic meter

Unstressed syllable followed by a stressed syllable

Anapestic meter

Two unstressed syllables followed by a stressed syllable

Trochaic meter

One stressed syllable followed by an unstressed syllable

Dactylic meter

Stressed syllable followed by two unstressed syllables

Spondaic meter

Two consecutive syllables that are stressed almost equally

Pyrrhic meter

Two consecutive syllables that are equally unstressed

Blank verse poetry, examples

Unrhymed


Iambic pentameter


Five feet (sets) of un/stressed syllables




Shakespeare, Milton, TS Eliot The Waste Land

Free verse poetry examples

KJV Psalms


Walt Whitman Leaves of Grass


Ezra Pound


William Carlos Williams

What is the short story related to

Fable, exemplum, folk tale

Short story writers

William Faulkner


Katherine Anne Porter


Eudora Welty


Flannels OConnor


O Henry


JD Salinger

Spenserian stanza rhyme pattern

A B A BBC BCC

Phonological awareness

Ability to perceive sound structures in a spoken word, such as syllables and the individual phonemes within syllables

Phonological awareness is a ___ skill

Auditory ... Doesn't necessarily involve print

is oral language a prerequisite to written language?

no

immature form of language development

babbling

immature form of written language development

scribbling

can written language develop without direct instruction?

yes

kwl chart

know, want to know, learned

decoding

method or strategy used to make sense of printed words and figure out how to correctly pronounce them... also: skills needed to determine the meaning of a sentence

fluency

ability to read accurately and quickly

evidence of fluency

ability to recognize words automatically and group words for comprehension

two types of noun suffixes

denotes the act of/state of/quality of ("ment", "ism", "hood", "ship")


denotes the doer ("eer")

4 verb suffixes

en


ate


fy


ize

adjectival suffixes

ful


ish


less


able

4 types of context clues

synonyms


antonyms


explanations


examples

literal comprehension

skills a reader uses to deal with the actual words in a text

critical comprehension

analysis of meaning, evaluation, validation, questioning, reasoning skills

3 categories of metacognitive skills

awareness


planning


self-monitoring and reflection

synecdoche

use of a part of something to signify the whole "boots on the ground"

metonymy

use of one term that is closely associated with another to mean the other "crown" meaning monarchy

graphic organizer: reading

beginning, middle end graphs


event maps

graphic organizer: science

charts, for classification

graphic organizer: math

bar graphs, time lines

graphic organizer: language arts

alphabet organizers, chart of components of essay

graphic organizer: general

KWL chart, weekly planners

three critical thinking tools to engage reader

summarization


question generation


textual marking

4 theories of language development

learning


linguistic


cognitive


sociocognitive

learning approach

language is first learned by imitating the speech of adults, solidified through school

linguistic approach

Noam Chomsky (1950) ability to use language is innate, biological approach

cognitive approach

1970s... complex interaction of linguistic, social, cognitive influences *best explains lack of language skills among neglected children

fairy tale examples

Cinderella


Little Red Riding Hood


Rumpelstiltskin

fable

tale in which animals, plants, and forces of nature act like humans... teaches moral lesson

fable examples

tortoise and the hare


lion king


animal farm

tall tale

exaggerates human abilities or describes unbelievable events as if the story were true

examples of tall tales

fishing stories


paul bunyan and pecos bill


hyperboles about real people such as: Davy Crockett, Mike Fink, Calamity Jane

preadolescent literature

concerned with "tween" issues

supporting sentences

identified by use of transition terms "for example" "that is"

ad hominem

"against the person" argument


attacks character or behavior of person taking a stand on an issue rather than the issue itself

hasty generalizations

condemnations of a group based on the behavior of one person or part

faulty causation

assigning the wrong cause to an event

bandwagon effect

if everyone is doing something it must be a good thing to do

4 types of characters

round, flat, static, dynamic

round character

complex personality

examples of conjunctions

and, or, nor, for, but, yet, so

correlative conjunctions

paired terms to link clauses... either/or, if/then

subordinating conjunctions

relate subordinate or dependent clauses to independent ones..... because, although, if, before, after, when, even though, in order that, while

gerund

"ing"

direct object

states to whom/what an action was committed

indirect object

states for whom/what an action was committed

if one noun in a compound subject is plural and the other is singular, verb takes the form of ...

the subject nearest to it

syntax

proper structure of sentence.... "I does" is syntactically correct, not grammatically correct

3 types of sentence structures

simple


compound


complex

compound sentence

two clauses joined by conjunction or semicolon

complex sentence

one independent clause and one or more dependent clauses

3 ways to present definition

synonym


class


negation

revising

process of making major chanes to essay

editing

minor changes

3 types of parallelism

words
phrases
clauses

bathos

attempt to evoke pity, sorrow, or notability that goes overboard and becomes ridiculous.... insincere pathos. **ALSO CALLED ANTICLIMAX

malapropism

confusing one word with another, similar-sounding word

flow of pre-writing

brainstorming


freewriting


clustering/mapping

two prewriting techniques

listing, charting

five reasons to write

tell a story


express oneself


convey information


make an argument


explore ideas

stages of learning to write

drawing pictures


scribbling


learning to write name


alphabet


simple words


simple sentences

paragraph cohesion strategies

repetition of key words


substitution of pronouns


substitution of synonyms

3 types of verbs

action


linking


helping

coordinating conjunction

joins two independent clauses by placing a comma and a coordinating conjunction between them.... "and, but, or, nor, yet, for, so"

subordinating conjunction

joins a subordinate clause and an independent clause and establishes the relationship between them

comma splice

error.... comma is used to join two independent clauses without a proper conjunction

five types of fragments

dependent clause fragments


relative clause fragments


ing fragment lacks a subject


prepositional phrase fragment


infinitive phrase fragment

dependent clause fragments

starts with subordinating conjunction "Before you can graduate, you need.."

relative clause fragments

start with who, whose, which or that

ing fragment lacks a subject

ie "walking only three blocks to his job"

prepositional phrase fragments

begins with a preposition, incomplete

infinitive phrase fragments

incomplete


ie "to plan the seed"

5 aspects of speaking

volume


place and pronunciation


body language and gestures


word choice


visual aids

top-down processing

listener refers to a background and global knowledge to figure out the meaning of a message

bottom-up processing

listener figures out the meaning of a message by using "data" obtained from what is said

integer

set of whole positive and negative numbers, including 0. DOES NOT include fractions, decimals, mixed numbers

rational numbers

integers, decimals, fractions, and any terminating or repeating decimal

irrational numbers

cannot be written as fractions or decimals because they are infinite, no recurring patterns of digits. PI!

real numbers

all rational and irrational numbers

composite numbers

all numbers that aren't prime

a^m x a^n =

a^m+n


a^n / a^m =

a^n-m

(a^n)^m =

a^nxm

(a x b)^n =

a^n x b^n

perfect square

number that has an integer for its square root


1, 4, 9, 16, 25, 36, 49, 64, 81, 100

common factor

number that divides into two or more other numbers

prime factor

a factor that is also a prime number.... of 12 are 2 and 3. of 15 are 3 and 5.

fraction with denominator of 0

undefined

what equation to find what number is a percentage of another number?

part = whole x %

what equation to find what number another number is a given percentage of

whole = part / %

plane

2D flat surface defined by 3 non-collinear points

can a plane contain a 3D figure or skew lines?

no

if a plane intersects with a circular conic surface what does it form?

conic sections


parabola, hyperbola, circle, ellipse

concurrent lines

multiple lines that intersect at a single point

transversal

line that intersects at least two other lines

reflex angle

angle with degree measure greater than 180 but less than 360

complementary angles add up to

90

supplementary angles add up to

180

are vertical angles adjacent angles?

no..... must share vertex and a side

circumscribed

around another shape....

number of diagnolas that can be drawn on an n-sided polygon equation

d = [n(n-3)] / 2

dodecagon

12 sides

sum of interior angles of an n-sided polygon

= (n-2)*180

isosceles triandle

two angles the same

scalene triangle

no congruent sides

Triangle Inequality Theorem

sum of the measure of any two sides must be greater than the measure of the third side

congruent triangles

similar triangles whose corresponding sides are all equal

SSS

if all three sides of one triangle are equal to all three sides of another triangle, they are congruent by SSS

SAS

if two sides and the adjoining angles in one triangle are equal to two sides and the respective adjoining angle of another triangle, they are congruent by SAS

law of sines

all triangles


sinA/a = sinB/b = sinC/c


ABC are angles, abc are opposite sides

law of cosines


all triangles


c^2 = a^2 + b^2 - 2ab(cosC)


abc are sides, C is angle opposite c

area of trapezoid

A = 1/2(b1 + b2)h

volume of pyramid

V = 1/3Bh


B is base area

volume of prism

V = Bh


B is base area

volume of sphere

V = 4/3 pi r^3

event

situation that produces results of some sort

compound event

event that involves two or more independent events

outcome

a possible result in an experiment or event

independent events

two or more events whose outcomes do not affect one another

dependent events

two or more events whose outcomes affect one another

certain outcome

probability is 100% or 1

mutually exclusive outcomes

two or more outcomes whose criteria cannot all be satisfied in a single event

probability equation

P(A) = (# of acceptable outcomes)/(number of possible outcomes)

permutations eqtn (of r items, given a set of n items)

nPr = n!/((n-r)!)

combinations

similar to permutations, but there are no restrictions regarding the order of elements

where ABC is different from BCA

permutation

where ABC is the same as BCA

combination

combinations eqtn (of r items given a set of n items)

nCr = n!/[r!(n-r)!]




or


nCr = (nPr)/r!

complement of an event

the probability that it won't happen, A (with line over it)

addition rule for probability

finding the probability of a compound event


P(A or B) = P(A) + P(B) - P(A and B)

conditional probability equation

P(B|A) = [P(A and B)]/P(A)

multiplication rule for independent events

P(A and B) = P(A) x P(B)



multiplication rule for dependent events

P(A and B) = P(A) x P(B|A)

to find probability of at least one event occurring

P(at least one) = 1 - P(no events)

discrete data

information that can be expressed only by a specific value

continuous data

information that can be expressed by any value within a given range


ordinal data

information that can be placed in numerical order

nominal data


information that cannot be placed in numerical order

can a value set have multiple or no modes?

yes and yes

high standard of variation means

values are very spread out

if every value in a distribution is increased by the same amount, what happens to the mean, median, mode, std dev

mean: increase by same amount


median: increase by same amount


mode: increase by same amount


std dev: SAME

if every value in a distribution is multiplied or divided by the same numer, what happens to mean, median, mode, std dev

all multiplied or divided by same number

Q2 is always equal to

median

interquartile range

Q3 - Q1

pictograph

graph that uses pictures or symbols to show data

histogram

special type of bar graph where the data are grouped in intervals

what does the height of the bar in a histogram represent?

the frequency, or number of times a value occurs in each interval