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Common
Core
Standards
January 11, 2012
Taken from ISBE website- Summer 2011
ISBE Implementation
Illinois Adopts Common      Phase 1: 2010-11
Core State Standards -           Awareness &
        June 24, 2010
Replace Illinois Learning
                            Communication
Standards created 1997      Phase 2: 2011-12
                                 Design of
"The goal is to have
fewer, clearer and
                            Implementation
higher standards            System
focused on college and      Phase 3: 2013-2014
career expectations,"
said ISBE Board Chair            Transition, Imple
Jesse H. Ruiz.              mentation, &
                            Technical Assistance
District Process
Step 1: Become Familiar with the
        Common Core Standards

Step 2: Perform Gap Analysis
           Unwrap Common Core Standards
           Compare to current practice
           Identify needs
                Resources
                Professional Development
District Process
Step 3: Build/ Review District Maps using
        the Common Core Standards

Step 4: Review Curriculum Resources

Step 5: Identify Professional Development
Needs
English Language Arts
  Reading   Standards: Foundational Skills
  K-5
  Reading Standards for Informational Text
   K-12
  Reading Standards for Literature K-12
  Language Standards K-12
  Writing Standards K-12
  Speaking and Listening Standards K-12
  Literacy Standards for Social Studies,
   Science, and Technical Subjects
Work and Findings thus far
 Language   Arts
  Elementary:      Julie Rule
  MS: Lonna
  High School: Matt Andrews
Language Arts Gap Analysis Work
K
                                      K




1st
                                     1st




5th
4th
3rd
                           8th
                           7th
                           6th
                                     5th
                                     4th
                                     3rd




2nd
                                     2nd
                CC.W.1                                    CC.RL.1
                CC.W.2                                    CC.RL.2
                CC.W.3                                    CC.RL.3
                CC.W.4                                    CC.RL.4
                CC.W.5                                    CC.RL.5
                CC.W.6                                    CC.RL.6
                CC.W.7                                    CC.RL.7
                                                     NA



                CC.W.8                                    CC.RL.8




                           NA
                                NA
                                     NA
                                     NA
                                     NA
                                     NA
                                     NA



                CC.W.9                                    CC.RL.9
                CC.W.10                                   CC.RL.10
                                                                      Gap Analysis




                CC.SL.1                                   CC.RIT.1
                CC.SL.2                                   CC.RIT.2
                CC.SL.3                                   CC.RIT.3
                CC.SL.4                                   CC.RIT.4
                CC.SL.5                                   CC.RIT.5
                CC.SL.6                                   CC.RIT.6
                CC.SL.7                                   CC.RIT.7
                CC.SL.8                                   CC.RIT.8
                CC.SL.9                                   CC.RIT.9
                CC.SL.10                                  CC.RIT.10
                CC.L.1                                    CC.RFS.1
                CC.L.2                                    CC.RFS.2
                                     NA NA
                                     NA NA
                                     NA NA
                                             NA NA




                CC.L.3                                    CC.RFS.3
        NA




                CC.L.4                                    CC.RFS.4
                CC.L.5
                CC.L.6
  :




                CC.L.7
                CC.L.8
                CC.L.9
                CC.L.10
  NA NA NA NA
Math Domains K-5
Counting and Cardinality (K)
Operations and Algebraic Thinking
Number and Operations in Base Ten
Number and Operations—Fractions
Measurement and Data
Geometry
Math Domains 6-12
  Middle School            High School
 Ratio  & Proportion    Number   &
 Number Systems          Quantity
 Expressions &          Algebra
  Equations              Functions
 Geometry               Modeling
 Statistics and         Geometry
  Probability            Statistics &
 Functions (8th g)       Probability
Work and Findings thus far
 Math

  Elementary : Greg Fairchild
  MS: Mark Roe
  High School: Desiree Masters
Math Gap Analysis Work
9/28/2011 S.I.P. Day


                                                                      2nd Grade
                                                       Operations & Algebraic Thinking
What is new from what we currently teach in our grade level?                         What is NOT in the Common Core that we currently teach?
*We use more visual strategies and will need to incorporate mental strategies.       Concrete graphs
*The terminology will change from doubles to equal addends.                          Calendar work
*An in-depth understanding of place value representation                             Probability
*Prove even and odd by manipulating objects                                          Patterns
*Develop an even number equation that has a even sum
*Write an equation showing area of equal addends as a foundations for
multiplication.




                                                      Number & Operations in Base Ten
*Understand a three numbers’ proper place value for each digit.
*Read, write and identify expanded form for numbers to 1000.
*Look at regrouping as the addition of a digit’s value instead of column addition.
   We plan to move the three digit chapters from the end of the book to the first
grading period. Once we have completed 2 digit regrouping we will move to 3
digit regrouping. This is our attempt to begin to meet the new core standards
that focus heavily on place value.
Standards Analysis
   Sixth Grade
                  # Learning     # Currently     % Currently     # Minor   % Minor   # Major   % Major   # Totally   % Totally
                    Targets    Taught/Mastered Taught/Mastered   Change    Change    Change    Change      New         New


  Ratio and          20              3              15%            13       65%        4        20%         0          0%
  Proportion

Number System        33             14              42%            14       42%        2        65%         3          9%


Expressions and      32             12              38%            10       31%        10       31%         0          0%
   Equations


   Geometry          12              1               8%            6        50%        5        42%         0          0%


   Stat/Prob         12              0               0%            1        8%         8        67%         3          25%
8th Grade Math
      New                           Stay                    Move
Exponents (ALL)              Rational and Irrational   Order of Operations
Incorporate Irrational       Numbers                   Verbal Expressions
Numbers into concepts        Slope                     Operations with
X-cubed equations,           Using similar triangles   Integers
cube roots                   to prove slope*           Rearrange equations
Operations with              Solve linear equations    Coordinate plane
Scientific Notation          in one variable           Inequalities
Deriving equations           Examples of linear        FRACTIONS!!!
Compare proportional         equations with one        Least Common
relationships                solution                  Multiple, Greatest
Infinite solutions, no       Rational number           Common Factor
solutions                    coefficients*             Decimals to Fractions
Systems of equations         Expanding expressions     Unit analysis
Verify similarity            using the distributive    Setting up proportions
through a sequence of        property and collecting   Percents
transformations              like terms                Reading, Constructing,
Informal arguments           Define, evaluate, and     and Interpreting
Proofs of Pythagorean        compare functions         Graphs
Theorem                      Use functions to model    Congruence
Distance between two         relationships between     Area, Perimeter,
points in a coordinate       quantities                Circumference,
system using P.T.            Understand                Surface Area, etc.
Know formulas for V          congruence and            Volume of Cubes,
of cones, cylinders,         similarity using …*       Prisms, Pyramids
and spheres                  Pythagorean Theorem:      Probability
Investigate patterns of      unknowns
                                                       Combinations and
association in bivariate     Solve problems using      Permutations
data                         V of cones, cylinders,
                                                       Independent and
                             and spheres               Dependent Events
Next Steps
 Resources       Professional
    Immediate    Development
    Long-term        Immediate
                      Long-term

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Common Core Board Presentation

  • 2. Taken from ISBE website- Summer 2011
  • 3. ISBE Implementation Illinois Adopts Common Phase 1: 2010-11 Core State Standards - Awareness & June 24, 2010 Replace Illinois Learning Communication Standards created 1997 Phase 2: 2011-12 Design of "The goal is to have fewer, clearer and Implementation higher standards System focused on college and Phase 3: 2013-2014 career expectations," said ISBE Board Chair Transition, Imple Jesse H. Ruiz. mentation, & Technical Assistance
  • 4.
  • 5.
  • 6. District Process Step 1: Become Familiar with the Common Core Standards Step 2: Perform Gap Analysis Unwrap Common Core Standards Compare to current practice Identify needs Resources Professional Development
  • 7. District Process Step 3: Build/ Review District Maps using the Common Core Standards Step 4: Review Curriculum Resources Step 5: Identify Professional Development Needs
  • 8. English Language Arts  Reading Standards: Foundational Skills K-5  Reading Standards for Informational Text K-12  Reading Standards for Literature K-12  Language Standards K-12  Writing Standards K-12  Speaking and Listening Standards K-12  Literacy Standards for Social Studies, Science, and Technical Subjects
  • 9. Work and Findings thus far  Language Arts  Elementary: Julie Rule  MS: Lonna  High School: Matt Andrews
  • 10. Language Arts Gap Analysis Work
  • 11.
  • 12.
  • 13.
  • 14. K K 1st 1st 5th 4th 3rd 8th 7th 6th 5th 4th 3rd 2nd 2nd CC.W.1 CC.RL.1 CC.W.2 CC.RL.2 CC.W.3 CC.RL.3 CC.W.4 CC.RL.4 CC.W.5 CC.RL.5 CC.W.6 CC.RL.6 CC.W.7 CC.RL.7 NA CC.W.8 CC.RL.8 NA NA NA NA NA NA NA CC.W.9 CC.RL.9 CC.W.10 CC.RL.10 Gap Analysis CC.SL.1 CC.RIT.1 CC.SL.2 CC.RIT.2 CC.SL.3 CC.RIT.3 CC.SL.4 CC.RIT.4 CC.SL.5 CC.RIT.5 CC.SL.6 CC.RIT.6 CC.SL.7 CC.RIT.7 CC.SL.8 CC.RIT.8 CC.SL.9 CC.RIT.9 CC.SL.10 CC.RIT.10 CC.L.1 CC.RFS.1 CC.L.2 CC.RFS.2 NA NA NA NA NA NA NA NA CC.L.3 CC.RFS.3 NA CC.L.4 CC.RFS.4 CC.L.5 CC.L.6 : CC.L.7 CC.L.8 CC.L.9 CC.L.10 NA NA NA NA
  • 15. Math Domains K-5 Counting and Cardinality (K) Operations and Algebraic Thinking Number and Operations in Base Ten Number and Operations—Fractions Measurement and Data Geometry
  • 16. Math Domains 6-12 Middle School High School  Ratio & Proportion  Number &  Number Systems Quantity  Expressions &  Algebra Equations  Functions  Geometry  Modeling  Statistics and  Geometry Probability  Statistics &  Functions (8th g) Probability
  • 17. Work and Findings thus far  Math  Elementary : Greg Fairchild  MS: Mark Roe  High School: Desiree Masters
  • 19. 9/28/2011 S.I.P. Day 2nd Grade Operations & Algebraic Thinking What is new from what we currently teach in our grade level? What is NOT in the Common Core that we currently teach? *We use more visual strategies and will need to incorporate mental strategies. Concrete graphs *The terminology will change from doubles to equal addends. Calendar work *An in-depth understanding of place value representation Probability *Prove even and odd by manipulating objects Patterns *Develop an even number equation that has a even sum *Write an equation showing area of equal addends as a foundations for multiplication. Number & Operations in Base Ten *Understand a three numbers’ proper place value for each digit. *Read, write and identify expanded form for numbers to 1000. *Look at regrouping as the addition of a digit’s value instead of column addition. We plan to move the three digit chapters from the end of the book to the first grading period. Once we have completed 2 digit regrouping we will move to 3 digit regrouping. This is our attempt to begin to meet the new core standards that focus heavily on place value.
  • 20. Standards Analysis Sixth Grade # Learning # Currently % Currently # Minor % Minor # Major % Major # Totally % Totally Targets Taught/Mastered Taught/Mastered Change Change Change Change New New Ratio and 20 3 15% 13 65% 4 20% 0 0% Proportion Number System 33 14 42% 14 42% 2 65% 3 9% Expressions and 32 12 38% 10 31% 10 31% 0 0% Equations Geometry 12 1 8% 6 50% 5 42% 0 0% Stat/Prob 12 0 0% 1 8% 8 67% 3 25%
  • 21. 8th Grade Math New Stay Move Exponents (ALL) Rational and Irrational Order of Operations Incorporate Irrational Numbers Verbal Expressions Numbers into concepts Slope Operations with X-cubed equations, Using similar triangles Integers cube roots to prove slope* Rearrange equations Operations with Solve linear equations Coordinate plane Scientific Notation in one variable Inequalities Deriving equations Examples of linear FRACTIONS!!! Compare proportional equations with one Least Common relationships solution Multiple, Greatest Infinite solutions, no Rational number Common Factor solutions coefficients* Decimals to Fractions Systems of equations Expanding expressions Unit analysis Verify similarity using the distributive Setting up proportions through a sequence of property and collecting Percents transformations like terms Reading, Constructing, Informal arguments Define, evaluate, and and Interpreting Proofs of Pythagorean compare functions Graphs Theorem Use functions to model Congruence Distance between two relationships between Area, Perimeter, points in a coordinate quantities Circumference, system using P.T. Understand Surface Area, etc. Know formulas for V congruence and Volume of Cubes, of cones, cylinders, similarity using …* Prisms, Pyramids and spheres Pythagorean Theorem: Probability Investigate patterns of unknowns Combinations and association in bivariate Solve problems using Permutations data V of cones, cylinders, Independent and and spheres Dependent Events
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  • 23. Next Steps  Resources  Professional  Immediate Development  Long-term  Immediate  Long-term