I read this first when the test time begins for an ELA test.
What is: The writing prompt.
This type of ELA testing task requires me to either read 3 information articles or read 2 informational articles and watch 1 informational video.
What is the RST: Research Simulation Task
This is the type of narrative I will write on the test; DOUBLE JEOPARDY if I can explain what this means/what it requires me to do.
Fan-fiction: I will have to continue a narrative text excerpt from the last line given.
Part A: what is the meaning of the word singular in paragraph 1?
Part B? Which word or phrase clarifies the meaning of the word singular?
A) character trait and evidence.
B) definition and context clue
C) author's goal achieved and evidence.
What is: the definition and context clue.
If the narrator is part of the story, the point of view is...
What is first person.
What I should do to narrow down my answer choices on a multiple choice question.
What is: process of elimination; use the tool provided on the test to cross out answer choices I know are incorrect.
This ELA test taking task requires me to read two narrative texts and analyze them for character and theme development: often comparing, contrasting, or both.
What is the LAT: Literary Analysis Task
Three techniques I can use in my narrative response are...
Many possible answers, including:
-Dialogue
-Inner Thinking
-Figurative Language
-Tone: varying it at certain points for certain reasons
-Flashback/flashforward
-Balance of narration and exposition
What is the hierarchy of jungle beings from the passage in order of highest to lowest? Drag and drop into the correct order.
-Tiger
-Wolves
-Bear
-Zebra
What is:
I have to organize the animals in the order of who is most powerful to who is least powerful in the story I read. I need to drag them and drop them in the correct boxes.
The difference between third person limited and third person omniscient point of view.
What is:
Third person limited means the narrator is not part of the story and does not know the feelings and thoughts of all the characters, only one character: the main character.
Third person omniscient means the narrator is not part of the story but knows the perspective of all/any characters in the story: their thoughts, their feelings etc..
Why I need to read the writing prompt first.
What is: so I can turn the prompt into a question and set up a note sheet for reading.
DOUBLE JEOPARDY: Three strategies I can use to help ensure success when watching a video on the test.
Many possible answers, including:
-using the pause/rewind functions to pay closer attention to key parts
-Listen to the tone of voice the speaker is using and notice when/why it changes
-Pay attention to repetition
-Notice the presenter/speaker's body language and facial expression for clues regarding how they feel about the information presented
-Think about what you know about author's craft techniques: what techniques does the video use to make sense of difficult parts
-Think about the point of view of the presenter as well as the purpose of the presentation
-Notice how information is linked together
-Think about the messages presented that are NOT stated directly
Three reasons I would change paragraphs in my narrative are...
-A new character is introduced
-The setting changes/the "camera" moves
-When a new person speaks/every time a different person speaks
-When a new event happens
-To show that time has passed
What is the following question asking?
Read the following passage from the story:
The "Red Death" had devastated the country. No pestilence had ever been so fatal or so hideous. Blood was its Avatar and its seal (Paragraph 1).
The above example describes what two effects of the red death?
A) define a word
B) Tell HOW something happens
C) Tell WHAT happens as a result of something else
D) Identify a detail that supports the theme.
What is:
C) Tell WHAT happens as a result of something else
Three things I need to keep the same as the narrative when I'm writing a fan-fiction response:
-The point of view
-The character details: who they are, what they like/dislike, how they talk
-The setting: The time period, the main location (country, state, city)
I need to use the scrap paper to take notes because...
What is: because I can't annotate the text directly; it will help me record necessary evidence so I don't have to go back to the text and reread as often; it will ensure I have a purpose for reading and pay attention to key details that are relevant to my task.
Create a question to guide your notes from the following prompt:
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
How does the dialogue in each passage function to reveal aspects of the characters?
My narrative needs a balance between narration and exposition. The difference between narration and exposition is...
Narration is SHOWING through use of a variety of narrative techniques, such as figurative language, sensory details, and dialogue.
Ex. "The leaves danced in the wind..."
Exposition is TELLING through providing relevant background information the reader needs to know to understand the story.
Ex. "It had rained for seven days."
This prompt is asking me about...
Today you will analyze the passage from Roberto Ignacio Torres Bakes and the passage from The Dreamer. As you read these texts, you will gather information and answer questions about the theme and development of the characters in each passage, so you can write an essay. THEN: Based on the passage from “Roberto Ignacio Torres Bakes” and the passage from “The Dreamer,” write an essay that explains how Papi and Neftalí change
What is:
A) theme
B) character development
C) narrative techniques the author uses
The Tom Sawyer excerpt we read was in _______ point of view where we know the thoughts/feelings of ____________.
DOUBLE JEOPARDY
What is third person limited; Tom Sawyer
Process of elimination is one multiple-choice question strategy we have reviewed year after year. Another one we practiced in class is to...
What is: answer the multiple choice question in my own words BEFORE looking at/analyzing the answer choices. Then, once I come up with an answer, see if it matches any of the choices provided.
A question I could write to guide my notes for the following prompt:
2015 RELEASED ITEM:
Today you will analyze a passage from The Georges and the Jewelsand a passage from Black Beauty: The Autobiography of a Horse. As you read these passages, you will gather information and answer questions about how the authors develop each narrator’s point of view so you can write an essay.
THEN: You have read passages from the novels The Georges and the Jewels and Black Beauty: The Autobiography of a Horse. Both were written in the first person point of view. Write an essay in which you compare the way the authors use first person point of view to develop the characters. Be sure to cite specific from BOTH passages.
What is:
How are the ways the authors of each passage use first person point of view similar in developing the characters in each?
Characterization is a big part of any story, as it reveals aspects of characters. Direct characterization is when the author tells me about a character directly through using an adjective. Indirect characterization is when the author shows me about a character through....
DOUBLE JEOPARDY if you get this entire answer correct.
F- Feelings
A- Actions
S- Speech
T- Thoughts
This question is asking me to:
What decision did the girls make that is likely to displease their mother?
A) Analyze how a character changed
B) provide a context clue for a word/phrase
C) Tell what happens next in the plot
D) Make an inference based on a character.
What is:
D) Make an inference based on a character
Is the following prompt for the narrative, LST, or RST writing task?
Today you will read the folktale “The Fox and the Horse.” As you read, pay close attention to characters and events as you answer the questions to prepare to write a narrative story. THEN: Beginning after paragraph 9, write an alternate ending to the folktale using details about the characters and events from the passage. You may choose to use dialogue in your new ending.
What is the narrative writing task.