Literacy Project Rubric/Content Literacy EDUC 343 Cara Hedger, Megan Jones, and Micah Bergen
Literacy Project Rubric/Content Literacy EDUC 343 Cara Hedger, Megan Jones, and Micah Bergen
Literacy Project Rubric/Content Literacy EDUC 343 Cara Hedger, Megan Jones, and Micah Bergen
Word Sort 15
• All materials included
QAR chart 15
• The chart is completed
• Each section contains at least two questions
Graphic organizers 15
• All parts of the GO are included.
• All materials included
Minilesson 1 20
• Follows minilesson format
• Script is included
• All information included
Minilesson 2 20
• Not required
Poem:
Lewis, J.P. (2002). Arithme-tickle: An even number of odd riddle-rhymes. San Diego, CA:
Harcourt, Inc.
Rhyming text and illustration present a variety of math problems through fun poems.
Website:
BBC. (2010). Math files: Games. Retrieved from
http://www.bbc.co.uk/education/mathsfile/gameswheel.html
This website has tons of games for kids to actively practice their math skills.
Activity Books:
Burns, M (1975). The I hate mathematics! book. New York, NY: Little, Brown and Company.
Events, magic tricks, and experiments to change one from someone who doesn’t like math to
someone who enjoys it.
Fisher, A. (1994). Intermediate math puzzlers. Torrance, CA: Good Apple.
Math activity book for grades 5-8. Gives sight for reproduction for student activity. What a fun
way to do math and not just do worksheets.
Harcour, L. & Wortzman, R. (2002). Math detectives: Finding fun in numbers. New York, NY:
Sterling Publishing CO., Inc.
A collection of math games and experiments, arranged in such categories as “On the lookout for
shapes,” “Make a Tally,” and “Calculator Games.”
Zaslavsky, C. (1998). Math games and activities from around the world. Chicago, IL: Chicago
Review Press, Inc.
Presents games and other activities from different countries and cultures that teach a variety of
basic math concepts.
Newspaper
Roberta, C. (2011, January 19). Meyer’s art continues exploration of geometric shapes. The
Orange County Registar. Retrieved from http://www.ocregister.com/news/meyer-
284712-art-work.html
Schultz, S. (2005, December 28). Calls made to strengthen state energy policies. The Country Today, pp.
1A, 2A.
This article describes how one artist uses geometric shapes. Based on the geometric concept of
the square, rectangular solid, right angles, verticals, horizontals, and sectional formats, each
component is a separate entity that, when arranged and rearranged, if desired, makes a new form
of art.
Strogatz, S. Square dancing. (2010, March 14). The New York Times. Retrieved from
http://opinionator.blogs.nytimes.com/2010/03/14/square-dancing/
This article tackles the reason why many adults tend to express a like for geometry during high
school. This columnist believes people enjoy it because it marries logic and intuition. It feels
good to use both halves of our brain. He reviews the concepts of geometry and how people feel
towards it.
Women
Abeel, S. (2003). My 13th winter: A memoir. New York, NY: Orchard Books.
Abeel writes of her torturous year in seventh grade when she was diagnosed with a learning
disability. Having been a gifted, creative preschooler, she was not prepared for the realization, in
second grade, that she could not do many of the tasks that her classmates could accomplish with
ease. By seventh grade, her feelings of insecurity had reached an all-time high, and she began to
experience anxiety attacks over everything from having to remember her locker combination to
managing her schoolwork to staying overnight at a friend's. When she was finally diagnosed with
dyscalculia, she and her family felt relief. At least now there was a name for her difficulties and
strategies she could employ. This account is an interesting mix of factual information and
memories. Abeel relates her experiences with detached clarity, but each situation is followed by
the thoughts and feelings that finally forced her to face her differences. Occasionally, her well-
phrased prose slips into cliché, and when she lists the math skills that she could not perform she
becomes rather pedantic. While this book is not likely to be of great interest to casual readers,
those with similar learning issues will identify strongly with the author's trials and triumphs.
Law, F., & Way, S. (2009). Crocodile teeth: Geometric shapes in action. London, England:
Windmill Books.
In Crocodile Teeth, the animals decode symbols and follow a trail of signs that Bushbaby saw in
a dream. Through illustrations of the environment and descriptions of monkey
characteristics and behaviors, some semblance of reality is created and some information is
imparted. Most of the comic-book-style illustrations depict two monkeys talking to one
another. Additional text beyond the dialogue bubbles is heaped onto the pages in asides that
explain the action.
Matt and Bibi go to Egypt with their scientist parents in search of an ancient pharaoh's mummy.
When the siblings are accidentally shut in the pyramid, they decide to explore. Using
hieroglyphic clues, they discover that the path to the mummy is delineated by "faces," the
flat surfaces of geometric solids. As they find either pictures of solid shapes or the objects
themselves, the twins count the faces of the shapes and are guided through the pyramid by
relating their answers to the hieroglyphic clues. They find the mummy and a map indicating
the way out.
Non-fiction
Buchan, J. (2009). Easy as Pi: The countless ways we use numbers everyday. Pleastenville,
NY: The Reader’s Digest Association, Inc.
Short anecdotes on how numbers are apart of our every day lives. Fun facts are scattered
through out this book full of short stories.
Crilly, T. (2007). 50 mathematical ideas you really need to know. London, England: Quercus.
This book contains fifty mathematical ideas that everyone should know. Each small section
includes history, facts, and sample problems. It is very helpful and insightful.
Julius, E.H. (1995). Arithmetricks: 50 easy ways to add, subtract, multiply, and divide without a
calculator. New York City, NY: Jossey-Bass.
Demonstrates easy math tricks in an accessible and engaging manner that will appeal to children.
In addition to the 50 tricks, the text includes a review of pertinent mathematical concepts, actual
applications, math curiosities, illustrations and parlor tricks.
Pendergast, S. (2007). Patterns and parkas: Investigating geometric principles, shapes, patterns,
and measurement. Calgary, Alberta, Canada: Detselig Enterprises Ltd.
Lessons Learned from Yup'ik Eskimo Elders is the result of a long-term collaboration. These
supplemental math modules for grades 1-6 bridge the unique knowledge of Yup'ik Elders with
school-based mathematics. This series challenges students to communicate and think
mathematically as they solve problems. Problems and inquiry-oriented, and the problems are
constructed so that the possibilities are constrained and the students can understand mathematical
relationships, properties of geometrical shapes, develop place value understanding, state
conjunctures, and provide proofs.
Artifact: Vocabulary Word Sort
APA of Book:
Directions for Closed Word Sort: Students will be given a group of words. The teacher will
already have heading (title of the groups) and will ask for the students to arrange the words into
their appropriate heading.
Example Words: Greece, Pythagoras, tall, long, short, distance, Egypt, right triangle, square corner,
three, four, five, squaring/squared, theorem, multiply, legs, opposite
I would use this in my anticipatory set of my lesson. I would introduce the word, after reading
What’s your angle, Pythagoras: A math adventure, during a shared reading time. This would be used to
introduce the topic of Pythagoras’ Theorem. If it were a younger age range, I would have a pocket chart at
the front of the class, and I would have a time of guided practice on word sort; however, with sixth
through eighth graders, I would simply place the words on their tables as I explained the directions. Each
table would already have the headings for the word sort: “Names and Places,” “All About Measurement,”
“All About Triangles,” and “Numbers and Operations.” The students would work in groups to sort the
words. This will be used to check for background knowledge. For example, if the class has trouble sorting
the words opposite and square corner, I know that I need to teach a lesson on the hypotenuse. This
activity will primarily be used to raise the students’ interest in the lesson and to check for their
background knowledge. Although each student will sort the words slightly differently, I would pay
closest attention to where they sort the words Pythagoras, Theorem, Square Corner, Opposite, and Legs.
If the class has trouble sorting these words into the correct categories, then I know that the lesson needs to
be more in depth. If they do not, then I may think of moving through this material at a faster pace. Below
Names and Places All About Measurement All About Triangles Numbers and
Operations
Squaring/Squared
Text:
Crilly, T (2007). 50 mathematical ideas you really need to know. London: Quercus.
Content GLE: MAG2A8: use coordinate geometry to analyze properties of right triangles and
quadrilaterals (including the use of the Pythagorean Theorem)
Communication Arts GLE: CAR1H8a: apply post-reading skills to demonstrate comprehension of text:
answer basic comprehension questions.
Questions:
Right There
When was Pythagoras’ theorem first discovered? 1850 BC
Who patented the type of bridge built using triangles? James Warren
Is there any shape that cannot be made with only triangles? Circles cannot be made with only
triangles.
Cara: When constructing a bridge, I would use trapezoids. This would provide a wide base at the bottom
creating a firm foundation for the rest of the bridge. The pressure of the cars and weight of the bridge
would be absorbed by the trapezoid base and creating a long lasting bridge.
Micah: I would construct the bridge using primarily circles inside of triangles. Triangles are the sturdiest
shape and with the circular reinforcement on the inside, it would be sure to last for a long time.
Megan: I think I would use triangles. All of the bridges that I know of you use triangles! They same
like a great shape.
Summary:
We would use this in the beginning of the unit plan to check for students’ background knowledge
and understanding of triangles. This would also be used to peak interest and motivate students to actively
participate throughout the unit. We would have students work together in groups to determine answers—
through discussion and group participation.
Artifact: Graphic Organizer
Content GLE: Analyze and classify two and three dimensional shapes by describing the
attributes. MAG1A5
Communication Arts GLE: use details from text to compare and contrast. CAR2C5c
APA reference:
Maccarone, G. (1997). Three pigs, one wolf, and seven magic shapes. New York, NY: Scholastic
Inc.
Explanation:
Have student create a graphic organizer by dividing polygons into given categories
(Triangle and Quadrilateral), during class lecture as part of notes. This would be used during the
lecture, and at the end as an assessment—students will have to make an organizer showing the
relationship, without notes.
Artifact: Making and Taking Notes
Text:
Staple, E. (2010). Purple math. Retrieved from
http://www.purplemath.com/modules/fcns.htm.
Content GLE: MAA1D7: identify functions as linear or non linear from graphs or equations
Communication Arts GLE: CAR3A7: explain and analyze text features to clarify meaning.
Reason to Read:
Think about these questions as you read:
- What is domain and range, and why is it important to functions?
- What is a vertical line test? What does it help determine?
- What is another way to determine if a line is a function?
Main Idea:
As you read the website, complete the outline below.
Sequencing Events:
As you read, fill in the blanks of the organizer.
Passes the vertical line test Does not pass the vertical line test
Range can have multiple domain Domain can not have multiple range
You can solve “y=” You can not solve it using “y=”
Artifact: Model Writing AND Constructed Response
I would use this as a unit check up to give my students opportunity to express their frustrations or
lack of understanding during the unit. This will give me feedback, a list of what the students have learned
Model:
Math Curse
Selected Response:
1) How many right angles did the author indicated it took to make a straight angle?
a. one
b. two
c. three
d. four
2) In the passage the author states “Radius mounted his horse.” What does mounted mean?
a. jumped off
b. stood on
c. guided
d. sat on
Constructed Response:
3) From what you have read what math facts or terms did you see the author use in this story; use
your text as support for your answer and explain what the terms or facts mean.
4) With what you have already read predict what will happen at the end of the book using text to
support your answer.
Prompt:
Prompt: Write a letter to your parents explaining why or why not you feel that you
are old enough to go on a quest with Radius.
Scoring Guide:
One point: The response includes only one fact or term from the text or is lacking
evidence of knowledge.
One point: The student used one example from the text to predict his or her opinion of
the ending of the story.
Question five: writing prompt - use state writing scoring guide for grade 7.
MINILESSON
LESSON: Identifying and grouping words using both mathematical terms and
context clues in text.
Objectives:
After teacher modeling and guided practice, students will be able to identify and
categorize words into groups that are similar.
Standards:
Modifications:
None
Materials/Media/Resources:
• Paper
• Pencil
• Scissors
• Index cards
• Tape
• Pocket chart/whiteboard
Anticipatory Set:
Today we will begin our lesson by reading What’s your angle, Pythagoras
by Julie Ellis. As I read it, pay attention to the words that are read. Write
down any that you have questions about or that you find interesting—
focus on “math” words. (Read What’s your angle, Pythagoras).
Instructional Input:
Modeling/Demonstrating:
Now that we have read the book, please focus your attention toward the
whiteboard/smartboard/pocket chart. Notice that I have placed categories
(or group titles) on the board:
Names and Places All About Measurement All About Triangles Numbers and Operations
Now, as I read, I noticed the words triangle and length. So to sort these
words into the right categories, I would place “triangle” in the category
“All about Triangles,” because triangles is in the name of the category. I
would place the word “length” in the category “All About Measurement,”
because I know from my math background that length is a way to measure
distance. If I didn’t know what the word meant, I could go back into the
text to try and find context clues.
Example:
Names and Places All About Measurement All About Triangles Numbers and Operations
Length Triangle
Guided Practice:
I will make sure to pay very close attention to the students as sort the words and
make sure that they are understanding the vocabulary and sorting the words
correctly. Students that do not come to the board will participate through whole
class agreement procedures—such as thumbs up/thumbs down.
Independent Practice:
So now that we have worked together on sorting these words, I would like
for you to try on your own or with a partner to sort these words (hand out
words to tables). Please cut out the words and begin sorting them into the
categories provided on your desk. Once you are satisfied with your
groups, let me know and I will give you the go ahead to tape them in your
notebook.
While students are working I will roam the room to monitor student work
and offer help to students who need it.
Closure:
Evaluation/Assessment:
The students will be evaluated by their ability to sort the words using a rubric.
1 2 3
Sorted less than 10 words Sorted 10-14 words Sorted 15-17 words
correctly correctly correctly
Used book very little to Used book most of the Used book almost
determine vocabulary time to determine every time to
vocabulary determine vocabulary
Names and Places All About Measurement All About Triangles Numbers and
Operations
Squaring/Squared