What are the Common Core Georgia Performance Standards?

Common Core Georgia Performance Standards
 What are the Common Core Georgia
Performance Standards?
 What is different in the Common Core Georgia
Performance Standards?
Presenter: Victoria Isabelle
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Common Core Georgia Performance Standards
What are educational standards?
Educational standards help teachers ensure their students have the skills and
knowledge they need to be successful by providing clear goals for student
learning.
Why do we need educational standards?
Common standards will help ensure that students are receiving a high quality
education consistently, from school to school and state to state.
Common standards will provide a greater opportunity to share experiences
and best practices within and across states that will improve our ability to best
serve the needs of students.
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Common Core State Standards Initiative
http://www.corestandards.org/frequently-asked-questions
English Language Arts Literacy Shift 1:
Read as much nonfiction as fiction
Students must….
Parents can…
 Read more nonfiction
 Supply more nonfiction
 Know the ways nonfiction
can be organized
 Enjoy and discuss the
details of nonfiction
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texts
 Read nonfiction texts aloud
or with your child
 Enjoy nonfiction texts in
front of your child
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ELA Literacy Shift 2:
Learn about the world by reading
Students must…
 Learn more science and
social studies through
reading
 Use “primary source”
Parents can…
 Provide series of texts on
topics of interest
 Find books that explain
documents
 Discuss nonfiction texts
 Learn more by using texts
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and the ideas within the
texts
ELA Literacy Shift 3:
Read more complex material carefully
Students must…
 Re-read
Parents can…
 Provide more challenging text AND
provide text students WANT to read
and can read comfortably
 Read material at comfort level
AND work with more challenging
text
 Know what is grade level appropriate
 Read challenging text with them
 Break down text to understand
 Show that challenging text is worth
 Handle frustration with text and
keep reading
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reading and discussing
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ELA Shift 4:
Discuss reading using evidence
Students must…
Parents Can…
 Find evidence to support
 Talk about text
their arguments
 Form judgments
 Become experts through
reading
 Discuss what the author is
trying to do with text
 Ask for evidence in
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everyday
discussions/disagreements
 Read aloud or read the
same book and discuss
with evidence to support
conversation
ELA Shift 5:
Writing from Sources
Students must…
Parents can…
 Make arguments in writing
 Encourage writing at home
using evidence
 Write “books” together and
 Compare multiple texts in
writing
 Practice writing well
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use evidence and details
ELA Shift 6:
Academic Vocabulary
Students must…
Parents can…
 Learn words that they can
 Read often and constantly
use in college and career
 Read more to develop a
larger vocabulary
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with babies, toddlers,
preschoolers, and children
 Read multiple books about the
same topic
 Let your children see you
reading
 Talk to your children; read to
your children; listen with your
children; sing with your
children
Mathematics
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Mathematics Shift 1:
Learn more about less
Students must…
Parents can…
 Spend more time on fewer
 Know what the priority
concepts
work is for your child at
their grade level
 Spend time with your child
on priority work
 Ask your child’s teachers
about their progress on
priority work
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Mathematics Shift 2:
Skills Across Grades
Students must…
Parents can…
 Keep building on learning
 Be aware of what your
year after year
child struggled with last
year and how that will
affect learning this year
 Advocate for your child and
ensure that supports are
given for gaps in learning
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Mathematics Shift 3:
Speed and Accuracy
Students must…
Parents can…
 Spend time practicing lots
 Ensure that children
of problems with the same
concept
know/memorize basic math
facts
 Know all the fluencies your
child should have at the
different grade levels
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Mathematics Shift 4:
Know it!/ Do it!
Students must…
Parents can…
 Understand why the math
 Notice whether your child
works. Make the math
work.
 Talk about why the math
works
 Prove that they know why
and how the math works
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really knows why the answer
is what it is
 Advocate for the time your
child needs to learn key math
skills
 Provide time for your child to
work hard with math at home
 Try to know the math your
child needs to know
Previous Sample Test Item
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From: A guide of Common Core Shifts for Students and Parents
Some Activities for Practicing Academic Vocabulary
Listening, Speaking, Reading, and Writing
Standards Samples and Activity Samples
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Common Core Georgia Performance Standards
2.1 Make sense of problems and persevere in solving them.
•2.1. Students
explain to themselves the meaning of a problem and
look for ways to solve it. They may use concrete objects or pictures to
help them conceptualize and solve problems.
2.2 Reason abstractly and quantitatively.
•2.2.1. Second
graders begin to know and use different properties of
operations and objects.
•2.3.1 Second graders may construct arguments using concrete
referents, such as objects, pictures, drawings, and actions. They
practice their mathematical communication skills.
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Directions: Students fold paper in half and work in pairs.
Student #1
One student asks the other to define the key vocabulary
in their own words using the graphic as a support piece.
Complete and accurate sentences required.
quotient
divisor
dividend
remainder
Division of Whole Numbers
In division, the number under the division
box is called the dividend . The number
outside the division box is called
the divisor . The answer in division is
called the quotient . Sometimes the
answer does not come out even ; hence,
there will be a remainder .
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Student #2
Find Your Match
definition of concept
concept
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MCC4.G.1 Draw points, lines, line segments, rays, angles (right, acute, obtuse), and perpendicular
and parallel lines. Identify these in two-dimensional figures.
MCC4.G.2 Classify two-dimensional figures based on the presence or absence of parallel or
perpendicular lines, or the presence or absence of angles of a specified size. Recognize right
triangles as a category, and identify right triangles.
Bingo Vocabulary Practice
congruent
line segment
ray
polygon
quadrilateral
parallel lines
angle
reflection
rotation
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parallel lines
congruent
same size, same shape
lines that will never intersect
9
parallelogram
diameter
.
4-sided quadrilateral.
2 pairs of parallel lines
distance across a circle
through the center point
pentagon
5-sided
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equilateral
3-sided polygon 3 congruent sides
3 sixty degree angles.
11
Standard
MCC3.OA.6 Understand division as an unknown-factor problem. For example,
find 32 ÷ 8 by finding the number that makes 32 when multiplied by 8.
Activity: Find Your Match or Bingo
division
divisor
subtraction
division
quotient
multiplication
product
product
factor
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Definitions for Find Your Match or Bingo
to separate an amount into
smaller, equal groups to find
the number of groups or the
number in each group
the number that divides the
dividend
an operation that results
in a quotient
the answer in a division
problem
an operation on two numbers
that involves separating a
part from a whole and that
gives the difference.
to combine equal groups
Example: 32 divided by 4 = 8
the result of a multiplication
expression
factor x factor = product
Example: 3 x 4 = 12,
12 is the product
31
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the result of multiplying by a
whole number
Example: 4 × 5 = 20
One of two or more numbers
that are multiplied together to
obtain a product;
factor x factor = product
Example: 4 x 3 = 12, 4 and 3 are
factors.
13
3 x 3 Vocabulary
Column 1 Down:_______________________________________________
_____________________________________________________________
Column 2 Down:_______________________________________________
_____________________________________________________________
Column 3 Down:_______________________________________________
_____________________________________________________________
Column 1 Across:______________________________________________
_____________________________________________________________
Column 2 Across:______________________________________________
_____________________________________________________________
Column 3 Across:______________________________________________
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Sample 3 x 3 Vocabulary
divide
multiply
division
quotient
difference
dividend
t
subtract
remainder
product
Column 1 Down: When you divide numbers, you usually have to multiply
numbers and subtract them also.
Column 2 Down: Division is an operation that results in a quotient and
sometimes a remainder.
Column 3 Down: When you divide the dividend, you have to multiply to
find the product and find the difference between numbers.
Column 1 Across: Your Turn
Column 2 Across: Your Turn
Column 3 Across: Your Turn
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3 x 3 Vocabulary, Bingo, or Find Your Match
congruent
line segment
similar
polygon
transformation
parallel lines
angle
reflection
rotation
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Talk a Mile a Minute Cards
(Directions for how to play the game is a handout)
Parts of Speech
Grammar
compound sentences
subject verb agreement
punctuation
compound sentences
predicate adjectives
abstract nouns
direct object
sentence fragment
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preposition
adjective
noun
pronoun
verb
adverb
conjunction
interjection
Math Academic
Vocabulary
divide
division
factor
multiply
dividend
quotient
Retelling a Story with Manipulatives
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Using Tangrams to Tell a Story
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GRANDFATHER
TANG’S
STORY
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RABBIT
Rabbit
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D
O
G
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Squirrel
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Hawk
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Tangram Activity Suggestions:
Language Arts
In Grandfather Tang's Story, Grandfather tells a story about shape
changing fox fairies who try to best each other until a hunter brings
danger to both of them. As new characters are introduced,
tangram pieces are rearranged to represent the new character.
-Construct a tangram following a set of directions
-Story telling: recreate a sequence of events by creating pictures;
retell the story
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Create images with tangrams to create/retell a story
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Constructing a Tangram
A
C
G
F
Y
E
B
Z
X
Read and follow directions
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D
A
C
B
D
1. With a straight edge, connect diagonal BC.
2. Divide BC into four equal parts by following these directions:
(Find the midpoint of BC, label it F.
Find the midpoint of BF, label it E. Find the midpoint of FC, label it G.)
3. Find the midpoint of BD. Label it X.
4. Find the midpoint of CD. Label it Y.
5. Connect XY.
6. Find the midpoint of XY. Label it Z.
7. Connect EX.
8. Connect FZ.
9. Connect GZ.
10. Connect AF.
11. Check to make sure your picture looks exactly like the picture on the first page.
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CCGPS -Standards
Mathematics Grade 8 Geometry 8G
 Understand congruence and similarity using physical models, transparencies, or
geometry software.

Understand that a two-dimensional figure is congruent to another if the second
can be obtained from the first by a sequence of rotations, reflections, and
translations; given two congruent figures, describe a sequence that exhibits the
congruence between them.
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TANGRAM ACTIVITIES
 Look at the grid of figures on the next slide. Use the
tangram pieces to form the shapes at the top:
triangle, square, rectangle, parallelogram, or trapezoid
using 1, 2, 3, 4, 5, 6 or 7 tangram pieces.
 As we make the shapes, draw them in the space on the
table and label the pieces used (i.e. A, B, C …)
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The University of Texas at Dallas
TANGRAM ACTIVITIES
Look at the 7 tangram pieces—can you name each tan?
F
C
G
• A, B, C, D, E are right triangles. Notice that A and B are larger
than the others and are the same size
• How does C compare with A and B?
• What about D and E?
• F is a square
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TANGRAM ACTIVITIES Using Two Pieces
Here is one solution. Solutions with different orientations of the shapes
are the same.
D
D
E
E
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Not possible
The University of Texas at Dallas
G
TANGRAM ACTIVITIES Using Three Pieces
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The University of Texas at Dallas
E
D
D
C
C
E
Exploring Congruence, Similarity,
and Symmetry of Polygons with Tangrams
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Not congruent
Congruent
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Not similar
Similar
The Tangram
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Activity from: Sarah Fleeman, South Delta Middle School, Anguilla, MS
[email protected]
Arrange the tans on the
right to form a triangle
congruent to the one on the
left.
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Using the tans to form two congruent figures
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Symmetry- If a shape has symmetry or is symmetrical it
means that if you folded in half both halves would look
exactly the same.
These figures have symmetry. They are symmetrical.
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Symmetry Exemplar
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More Symmetry Exemplars
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Arrange the tans on the right so that the
blue line is a line of symmetry.
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Arrange the tans on this side to show a
reflection of the arrow on the left.
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Arrange the tans on the right to form a
polygon similar to this one.
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Classroom Applications: Handouts
Use games and manipulatives to practice academic
language rather than rely on a content area text or a
dictionary alone. Games and peer interaction create a low
stress, but engaging, instructional environment.
Click for Word Game Cards
http://quizlet.com/264088/print/
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Web Resources
http://www.pbs.org/teachers/connect/resource
s/6344/preview/
(scroll to no. 28 for lesson and interactive; in Spanish no. 31)
http://www.asset.asu.edu/new/mathactive/less
ons/187/interface-transformation.swf
Make a Tangram
http://www.fun-stuff-to-do.com/support-files/how-to-fold-a-tangram.pdf
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ON L IN E PRACTICE ACTIVITIES :
MA N IPUL ATIN G TA N G RA MS
http://www.randomhouse.com/kids/fiveancesto
rs/activities/game/tangram.html
http://www.igameflash.com/play.php?gid=21
http://www.mathsisfun.com/games/tangram1.html
http://www.003022710.net/games/games/tan
gram.swf
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Rules for Using the Tangram
•All seven parts of the Tangram must be used
when creating any shape
• No parts of the Tangram should overlap
• All parts can be used upside down or
rotated if needed
click here to demonstrate rotation, transformation, slide, reflection
http://www.misterteacher.com/translation.html
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Clayton County Public Schools
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