Accelerating Math Achievement - PowerPoint PPT Presentation

About This Presentation
Title:

Accelerating Math Achievement

Description:

Accelerating Math Achievement – PowerPoint PPT presentation

Number of Views:167
Avg rating:3.0/5.0
Slides: 69
Provided by: hanl47
Category:

less

Transcript and Presenter's Notes

Title: Accelerating Math Achievement


1
  • Accelerating Math Achievement

2
Standards Assessment Conference
  • Las Vegas, NV
  • April 2007

3
The 5 Essentials
  • Increasing student achievement
  • in
  • mathematics

4
Rules in Mathematics
  • Dont make sense!

5
Rules
  • Cant divide by zero
  • Any to the zero power, except zero, is one
  • Rules for exponents
  • Rules for integers
  • Dividing fractions

6
Todays Agenda
  • Philosophy Beliefs
  • Student-teacher Relationships
  • 5 Essentials

7
Philosophy Beliefs
  • Improving student achievement
  • No simple answer
  • What works is work!

8
Philosophy Beliefs
  • Success on Success
  • Teach students how to learn effectively and
    efficiently.
  • auditory
  • visual
  • kinesthetic
  • Concentration times

9
Philosophy Beliefs
  • First test
  • Over teach over learn strategy
  • Teach students content
  • Teach students their learning style
  • Teach students how to study

10
Studying
  • Reading
  • Thinking
  • Reflecting
  • Organizing
  • Writing
  • Analyzing
  • Visualizing
  • Reviewing
  • Remembering
  • Recalling

11
Philosophy Beliefs
  • Learning
  • Students learn best when they are given feedback
    on their performance and praised for doing things
    well.

12
Student-Teacher Relationships
  • My Kid Standard

13
Student-Teacher Relationships
  • My Kid Standard
  • Treat the kids in your school or classroom the
    same way you want your own kids treated.

14
Student-Teacher Relationships
  • Loyalty
  • Many students will work for a teacher for no
    other reason than loyalty

15
Student-Teacher Relationships
  • Law of Reciprocity
  • People you like, generally like you. People you
    dont like, generally dont like you.

16
Good News!
  • Teachers are already employing many of the
    best practices needed to increase student
    achievement.

17
  • Build on Strengths

18
Professional Practices
  • Teachers already employ best practices
  • Homework
  • Note taking
  • Testing

19
Whats needed?
  • Refinement Reinforcement
  • of those practices.

20
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.
21
Vocabulary Notation
  • There is no more single important factor that
    effects student achievement than vocabulary and
    notation.

22
Vocabulary
  • Find the degree of
  • 4x2y3z5

23
Vocabulary
  • Best Bet?
  • Bet A
  • Probability of winning is 3/5
  • Bet B
  • Odds of winning 3 to 5

24
Language Acquisition
  • Double meanings
  • area
  • volume
  • operation
  • power
  • mean
  • feet
  • product

25
Reading
  • Assign reading
  • Explicitly introduce vocabulary notation
  • Preview reading
  • Connect reading
  • Check understanding of reading
  • Correct their understanding
  • Use paper pencil

26
Writing
  • Definitions
  • Procedures
  • Linkages
  • Applications
  • Compare contrast
  • Describe what they understand
  • Describe difficulty experienced
  • Summarize
  • Explain

27
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

28
5 Essentials
  • Organizing Student Learning by connecting
  • Instruction
  • Note taking
  • Homework
  • Quizzes/practice tests
  • Tests

29
1. Instruction
  • What you teach affects student achievement
  • How you teach it affects student achievement

30
Subtraction
5 1 15 6 8 8 14 6
13 5 9 2 15 9 7 1
14 5 16 9 4 4 10 4
6 2 12 4 10 3 6 3

31
Patterns Strategies
  • 12 3
  • 13 4
  • 15 6
  • 17 8
  • 12 4
  • 13 5
  • 14 6
  • 15 7

32
Use simple straight forward examples that clarify
what you are teaching. Do not get bogged down
in arithmetic.
33
Multiplication
  • 32 43 62 54
  • x 11 x11 x11 x11
  • 352 473 682

34
Simple Straight Forward Examples
  • 7 5
  • x1 1
  • 7 5

35
Multiplication
  • 7 5
  • x1 1
  • 8 2 5

36
Relevance
37
Creating Interest, Enthusiasm in finding the
circumference
38
Conceptual Development/Linkage
  • Not a matter of if students are going to
    forget, its a matter of when they will forget.
  • Student understanding comfort level
  • Ability to reconstruct knowledge

39
I cant teach __________because my kids dont
know__________
40
Linking
  • Introduce new concepts skills using familiar
    language
  • Review and reinforce
  • Compare and contrast
  • Teach in a different context

41

Linking
Add / Subtract Rational Expressions
42
(No Transcript)
43
(No Transcript)
44
(No Transcript)
45
15
30
46
1
19
3


5
4
47
C

A
C
AD BC
A


D
BD
B
48
(No Transcript)
49
(No Transcript)
50
Relations Functions
51
(No Transcript)
52
Functions
Special relation in which no 2 ordered pairs
have the same 1st element.
53
(No Transcript)
54
Cold Drinks
55
C n x .50 .50n or y x
56
(No Transcript)
57
2. Note taking
1 Memory Aid - Writing it Down Helps
students Complete homework assignments Prepare
for unit tests Prepare for high-stakes tests
58
Note taking
  • Be accommodating
  • Be prescriptive directive
  • Tell them what to write and where to write it.

59
Rules and examples
60
Title Date Objective Vocabulary
Notation Pattern Development Rule Examples Var
iation
61
(No Transcript)
62
3. Homework
  • Homework should reflect what you say you value.
  • Vocabulary Notation
  • Reading Writing
  • Conceptual understanding Linkage
  • Basic Facts Procedures
  • Applications

63
Homework
  • Typical homework assignment
  • P 270 1 32 odd

64
Homework
  • Read Sec 9.2 Expressions involving Logarithms
  • Define logarithm
  • Write a procedure for converting logarithms to
    exponentials
  • Explain why when you multiply logs with the same
    base, you add the logs
  • log (AB) log A log B
  • P 270 1 33, multiples of 3

65
4. Quizzes/Practice tests
Assess what you say you value Build
confidence Monitor student learning Preparation
Instruction Assessment Balance Cumulative
Questions Setting a Date
66
5. Tests
  • Balance
  • Format
  • Confidence trust

67
Connecting
  • Instruction to
  • Note taking to
  • Homework to
  • Practice Tests/Quizzes to
  • Tests

68
Organizing Student Learning
  • Tying instruction, note taking, homework,
    practice tests/quizzes, and tests together helps
    students study more effectively and efficiently
    resulting in increased student achievement
Write a Comment
User Comments (0)
About PowerShow.com