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Leading the Way to Accelerating Math Achievement

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Title: Leading the Way to Accelerating Math Achievement


1
Leading the Way to Accelerating Math
Achievement
  • Bill Hanlon

2
Answering the Question
 What are you doing to help my child learn?
3
Rules in Mathematics
  • Dont make sense!

4
Good News!
  • Teachers are already employing many of the best
    practices needed to increase student
    achievement.

5
Components of an Effective Lesson
Before presenting a lesson, refer to the
assessment blueprint for the unit. Introduction
 Daily Reviews    Daily Objective   Con
cept and Skill Development and Application  
Guided / Independent / Group
Practice   Homework Assignments
   Closure  Long-Term Memory Review
6
  • Build on Strengths

7
Whats needed?
  • Refinement Reinforcement
  • of those practices.

8
Quiet Conversions
  • Change is difficult for people.
  • Culture If I wait long enough, this too will pass

9
Best Practices
  • Relentlessly supporting best practices will
    eventually crowd out poor instructional
    strategies.

10
Leadership
  • Lead by demonstrating success in classrooms where
    teachers will modify their instruction to
    increase student achievement.

11
Overview of Professional Development
  • Two standards
  • Common sense
  • My kid
  • Increase student achievement by addressing
  • Content
  • Instruction
  • Assessment
  • Two premises
  • Testing drives instruction.
  • Teachers make a difference teachers working
    together make a greater difference.

12
Build Trust Confidence
  • Students will work for teachers for no other
    reason than loyalty.
  • Law of Reciprocity

13
Structures that support increased student
achievement
  • Components of an Effective Lesson
  • Teacher Expectancies
  • Backward Assessment Model (BAM)

14
Increasing Student Achievement
  • No simple answer-
  • what works is work

15
Its about you!!!
  • You cannot and should not depend on products,
    programs or services to address
    the needs of your student population, close the
    achievement gap or increase student achievement.

16
Actions follow beliefs
  • 10 simple 2-letter words

17
  • If it is to be, it is up to me

18
2 Standards
  • My Kid
  • Common Sense

19
My Kid Standard
  • Treat the kids in your school or classroom the
    same way you want your own kids treated.

20
Common Sense Standard
  • Appeal to teachers common sense and experience,
    do not get into a citation battle.

21
Learning
  • Students learn best when they are given feedback
    on their performance and praised for doing things
    well

22
Student-Teacher Relationships
  • Treat your students the way you want your own
    children treated.
  • Build success on success.
  • Talk to your students. Be friendly.
  • Talk positively to your students about their
    opportunity to be successful.
  • Call home early with information and good news.
  • Make testing as much a reflection of your
    instruction as their studying.
  • Teach your students how to study effectively and
    efficiently (visual, audio, kinesthetic,
    concentration time).
  • Tell them you like them.
  • Go over expectations explicitly and give
    examples.
  • Build trust, make sure they know you are there
    for them by telling them you are.

23
Success on Success
  • Success on Success
  • Teach students how to learn effectively and
    efficiently.
  • auditory
  • visual
  • kinesthetic
  • Concentration times

24
Study skills
  • Good students adjust studying according to
    several factors
  • the demand of the material
  • the time available for studying
  • what they already know about the topic
  • the purpose importance of assignment
  • the standards they must meet

25
Study skills
  • Good students space learning sessions over time
    and do not cram
  • Good students identify the main idea in new
    information, connect new material to what they
    already know, and draw inferences about its
    significance
  • Good students make sure their study methods are
    working properly by frequently appraising their
    own progress

26
Expectation - Goals
  • Being the best!
  • What does it take to be the best?
  • What are you willing to do?

27
Math Wars
  • Its not traditionalist vs. constructivist,
    students need to get the whole picture.

28
Balance
Balance in mathematics has been defined as
  •  
  • Vocabulary Notation
  • Concept Development Linkage
  • Memorization of Important Facts Procedure
  • Applications
  • Appropriate Use of Technology

 Balance should be reflected in assessments and
in the delivery of instruction.
29
Vocabulary Notation
  • There is no more single important factor that
    effects student achievement than vocabulary and
    notation

30
Vocabulary
  • Find the degree of
  • 4x2y3x5

31
Vocabulary
  • Best Bet?
  • Bet A
  • Probability of winning is 3/5
  • Bet B
  • Odds of winning 3 to 5

32
Language Acquisition
  • Double meanings
  • area
  • volume
  • operation
  • power
  • mean
  • feet
  • product

33
Content - Instruction
  • What you teach affects student achievement
  • How you teach it affects student achievement

34
Subtraction
35
When will I ever use this?
  • Pythagorean Theorem
  • Parabola
  • Circumference

36
Knowledge, Interest, Enthusiasm
37
Use simple straight forward examples that clarify
what you are teaching. Do not get bogged down
in arithmetic.
38
Multiplication
  • by 11
  • by 25

39
Concept Cards
  • Concept
  • Variation

40
Leading the department
  • Leaders make sure all department members know
    what and how material is assessed and what a good
    answer looks like.
  • Leaders make sure all members teach and assess
    the standards on high-stakes tests.

41
Different Ways to Measure the
  • Same Standard

42
Finding Measures of Central Tendency
  • Find the mean of the following data 78, 74, 81,
    83, and 82.

2. In Teds class of thirty students, the average
on the math exam was 80. Andrews class of
twenty students had an average 90. What was the
mean of the two classes combined?
3. Teds bowling scores last week were 85, 89,
and 101. What score would he have to make on his
next game to have a mean of 105?
43
Finding Measures of Central Tendency
4. One of your students was absent on the day of
the test. The class average for the 24 students
present was 75. After the other student took
the test, the mean increased to 76. What was
the last students score on the test?
5. Use the graph to find the mean.
44
I cant teach __________ because my kids dont
know _____________
45
Show them how - Linkage
  • Introduce new concepts using familiar language
  • Review and reinforce
  • Compare and contrast
  • Teach in a different context

46
Add / Subtract Rational Expressions
47
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48
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49
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50
15
30
51
1
19
3


5
4
52
C

A
C
AD BC
A


D
BD
B
53
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54
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55
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56
6(100) 7(10) 2(1)
57
5 3 2

3 4 1
(5 3)(100)
(2 1)(1)
(3 4)(10)
(8)(100)
(3)(1)
(7)(10)
(800)
(3)
(70)
8 7 3
58
Addition - Left to Right
213
(4 32)(100)
(223)(1)
(161)(10)
(9)(100)
(900)
9 8 7
123
(1 52)(100)
(321)(1)
(207)(10)
(8)(100)
(800)
8 9 6
59
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60
Relations Functions
61
Functions
Special relation in which no 2 ordered pairs
have the same 1st element.
62
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63
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64
Cold Drinks
65
C n x .50 .50n or y x
66
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67
Basic Facts Procedures
  • Stopping to remember basic facts interrupts the
    flow of thought, which negatively impacts
    learning.

68
Memorization
  • Memorizing can help students absorb and retain
    information on which understanding and critical
    thought are based.
  • The more sophisticated mental operations of
    analysis, synthesis, and evaluation are
    impossible without rapid and accurate recall of
    bodies of specific knowledge.

69
It is my job to teach
  • Reading
  • Writing

70
Reading
  • Assign reading
  • Explicitly introduce vocabulary notation
  • Preview reading
  • Connect reading
  • Check understanding of reading
  • Correct their understanding
  • Use paper pencil

71
Writing
  • Definitions
  • Procedures
  • Linkages
  • Applications
  • Compare contrast
  • Describe what they understand
  • Describe difficulty experienced
  • Summarize
  • Explain

72
Problem Solving
  • Go back to definition
  • Look for a pattern
  • Make a table or list
  • Draw a picture
  • Guess Check
  • Examine a simpler case
  • Examine a related problem
  • Identify a sub-goal
  • Write an equation
  • Work backward

73
Note Taking
Researchers - 1 Memory Aid - Writing it
Down Complete homework assignment Prepare for
unit test Prepare for high-stakes tests
74
Rules and examples
75
Title Date Objective Vocabulary
Notation Pattern Development Rule Examples Var
iation
76
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77
Questioning
  • Student achievement rises when teachers ask
    questions that require students to apply,
    analyze, synthesize, and evaluate information in
    addition to simply recalling facts.

78
Kinds of Questions
  • Directed
  • Echo
  • Cue
  • Conceptual

79
Oral Recitation
Language Acquisition Teaches students how to
learn Embeds in short tem memory
80
Classroom Oral Recitation
  • Procedure Adding/Subtracting Fractions
  • 1.. Find a common denominator
  • 2. Make equivalent fractions
  • 3. Add/Subtract numerators
  • 4. Bring down denominator
  • 5. Reduce

81
Classroom Oral Recitation
  • Quadratic Formula

82
Practice
  • Guided
  • Group
  • Independent

83
Homework
  • Homework should reflect what you say you value.
  • Vocabulary Notation
  • Conceptual understanding Linkage
  • Basic Facts Procedures

84
Which will help the students learn more?
85
Reviews
  Recently taught material Long term review
86
Student Assessment
87
Assessing Student Work
What do your students know? How do you know they
know it?
88
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89
18
3

24
4
Reducing Method 18/24 3/4
18 x 4
72
24 x 3
72
CD 72
90
5
15

24
72
7
28


18
72
43
72
91
Testing
Test what you say you value Instruction
Assessment Balance Cumulative
Questions Practice Tests Setting a Date
92
Memory Aids
  • Help your students remember

93
Time on Task
Stake and local school districts usually
determine the classroom time available to
teachers and students. However, regardless of
the quantity of time allocated to classroom
instruction, it is the classroom teacher and
school administrator who determine the
effectiveness of the time allotted.   According
to a survey conducted by the American Association
of School Administrators, teachers identify
student discipline as the single greatest factor
that decreases time on task in the classroom.
Generally, teachers with well-managed classrooms,
have fewer disciplinary problems. These
classrooms typically have teachers who have
established rules and procedures are in the
classroom when the students arrive, and begin
class promptly. They reduce the wear and tear
on themselves and students by establishing
procedures for make-up work, they arrange their
room to accommodate their teaching philosophy and
style, and they develop routines that increase
overall efficiency. The benefits of establishing
these classroom procedures and routines become
apparent as the total time on task approaches the
allocated time.   When teachers begin class
immediately, students view them as better
prepared, more organized and systematic in
instruction, and better able to explain the
material. Students also see these teachers as
better classroom managers, friendlier, less
punitive, more consistent and predictable, and as
one who values student learning.   Routines like
beginning class immediately, reviewing recently
taught material, orally reciting new material,
having students take notes, and ending the class
by reviewing important definitions, formulas,
algorithms, and the daily objective keep students
engaged and on task. Quality time on task is not
a silver bullet that can cure all the problems
facing education. However, it can play an
important role in increasing student achievement.
94
Why Teacher Expectancies???
  • Concept Development
  • Not a matter of if they are going to forget, it
    is a matter of when
  • Understanding and ability to reconstruct
    information
  • Test preparation different was of measuring the
    mean
  • Triangle Sum Theorem / Pythagorean Theorem
  •  
  • Linkage
  • Provides an opportunity to make students more
    comfortable, review reinforce
  • Slope, distance formula to Pythagorean Theorem,
    Equation of a Circle
  •  
  • Reviews
  • 1st - short term knowledge, recently taught
    material
  • 2nd long term knowledge, address mastery,
    student deficiencies, high stakes tests not
    necessarily part of that years curriculum, but
    based on student knowledge

95
Why Teacher Expectancies???
  • Homework
  • Homework should reflect what is valued,
    vocabulary and notation, important facts,
    procedures, open-ended questions on concept
    development
  • Guided practice
  • Reading introduce vocabulary words, preview
    reading, relate to previous knowledge, retell the
    reading, summarize reading assignment
  •  
  • Testing
  • Make testing a reflection of your teaching
  • Test what you value as in homework
  • Ask questions with the same formality they are
    asked on high-stakes tests avoid the disconnect

96
Why Teacher Expectancies???
  • Note Taking
  • Number one memory aide writing it down
  • Helps students complete their homework
  • Foundation for test preparation
  • Teachers should be very prescriptive and
    directive
  •  
  • Oral Recitation
  • Imbeds information in short term memory
  •  
  • Improving Student Grades
  • Use simple, straight-forward examples that do not
    bog students down in arithmetic focus on
    concepts being taught
  • Teach the big idea
  • Use practice tests

97
Improving Students Achievement
Have a positive attitude build success on
success. Treat students the same way you want
your own children treated.
Try these strategies
  • State the days objective, teach it, and then
    tell them what you taught the and what they
    should have learned when you close the lesson
    closure.
  • Develop concepts. Teach to the big ideas.
  • Link concepts to previously learned material and
    and/or real-world experiences.
  • Use, simple, straightforward examples that
    clarify what is being taught.
  • Use numbers in examples that allow students to
    focus on the concept and dont bog students down
    in arithmetic.

98
Improving Students Achievement
Try these strategies (continued)
  • Incorporate guided practice to monitor student
    learning before assigning homework.
  • Use practice tests to prepare students for unit
    tests. In first yea algebra, use multiple test
    versions.
  • Tell students how you personally remembered
    (learned) important information.
  • Use choral recitation to imbed information in
    short-term memory.
  • Require students to take notes and keep
    notebooks.
  • Require student reading as part of the daily
    assignment
  • Require students to write about what they have
    learned.
  • Use the second review period to reinforce
    long-term knowledge and address student
    deficiencies.

99
Questions for the department
  • What does the data look like?
  • What are the root causes and contributing factors
    of the data results?
  • Do all department members know what and how
    material is assessed and what a good answer looks
    like?
  • Do all members teach and assess the standards on
    high-stakes tests?

100
Questions
  • How does the department monitor individual
    student progress on standards?
  • How does staff intervene with students not
    meeting proficiency?
  • What are the departments most commonly used
    interventions for students not achieving?
  • How successful are those interventions?

101
Plan
  • Specific
  • Measurable
  • Achievable
  • Relevant
  • Timely
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