Characters
Point of View
Elements of Fiction
Plot Diagram
Testing Strategies
and Vocab
100

Ms. Bickerton loves pizza.

What is Internal Characterization?

100

I desperately want a slice of Domino's pizza. 

What is first person point of view?

100

The people, animals, or imaginary creatures that take part in the action of the story.

What are the characters of a story?

100

The most exciting part of the story; the turning point in which the story could have ended one way or another.

What is climax?

100

S.

W.

B.

S.

T.

Somebody

Wants something

But

So

Then 

200

Ms. Bickerton has long brown hair and is kind of shortish.

What is External Characterization?

200

The vantage point or perspective from which the story is told. 

What is point of view?

200

A type of writing that is not about real people and comes from the author's imagination.

What is fiction?

200

Sets the stage for the story. Characters are introduced, the setting is described, and the conflict begins.

What is exposition?

200

"At first."

What is originally?

300

In the story we read this week, Princess is described to have a long, white braid of hair.

What is External Characterization?

300

"I was there when my mom's friend Linda called this morning," Roddy shouted.

What is third person point of view?

300

The moral or lesson that the author wants the reader to learn from the story.

What is the theme?

300

Problem or conflict in the story has already begun, the story becomes more complex. The events leading up to the climax.

What is rising action?

300

Working in a timely manner, without rushing, producing sloppy work, or wasting materials.

What is working efficiently?

400

In our story this week, we decided that Princess had a bit of a sassy attitude. This is an example of ___________ and we figured this out by ___(skill)____?

What is __Internal Characterization__ and __inferencing__?

400

"Imagine you have memorized all of your lines, and the bright stage lights are shining down on you..."

What is second person point of view?

400

Descriptive words or phrases that create a detailed mental picture in the reader's mind; often using the five senses.

What is imagery?

400

The shape of the Plot Diagram.

What is a "mountain"?

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

400

Crossing off the two "dumb" answers and narrowing down the answer choices. 

What is process of elimination?

500

The main, chief character (often the hero); the character that the reader usually wants to succeed.

What is protagonist?

500

The narrator is an outside party that is not included in the action, unlike a character.

What is third person point of view?

500

The sequence of events/chain of related events that create a whole story.

What is plot?

500

The falling action.

What are the events that follow the climax and bring us to the resolution? 

-These events answer the reader's questions and bring the story to a close.

500

True or False:

Ms. Bickerton believes I'm cool. 

Ms. Bickerton believes I'm smart. 

Ms. Bickerton thinks I can rock any test if I go in with the right attitude. 

What is TRUE?

M
e
n
u