Monday, April 4, 2011

RPH MINGGU 9 - 13

Day/Date/Week

Monday/28 February 2011/9

Time

7.05 – 8.15 am

Class

4S2

Subject

Additional Mathematics

Chapter

3.4 Quadratic Inequalities

Learning objectives

Understand and use the concept of quadratic inequalities

Learning outcomes

Students will be able to determine the ranges of values of x that satisfies quadratic inequalities

Activities

Concepts & examples discussion, exercise discussion, Q & A.

CCTS

Problem solving

Noble values

Neat, accurate

Reflection

Many students agreed that determining range of values of x using number line method is much simpler than sketching graph method


 

Day/Date/Week

Tuesday/1 March 2011/9

Time

11.30 am – 12.40 pm

Class

4S1

Subject

Additional Mathematics

Chapter

3.4 Quadratic Inequalities

Learning objectives

Understand and use the concept of quadratic inequalities

Learning outcomes

Students will be able to determine the ranges of values of x that satisfies quadratic inequalities

Activities

Concepts & examples discussion, exercise discussion, Q & A.

CCTS

Problem solving

Noble values

Neat, accurate

Reflection

Many students agreed that determining range of values of x using number line method is much simpler than sketching graph method


 

Day/Date/Week

Thursday/3 March 2011/9

Time

9.45 – 10.55 am

Class

4S2

Subject

Additional Mathematics

Chapter

3.4 Quadratic Inequalities

Learning objectives

Understand and use the concept of quadratic inequalities

Learning outcomes

  1. Students will be able to determine the ranges of values of x that satisfies quadratic inequalities
  2. Students will be able to complete the enrichment exercise (4 questions) given

Activities

Enrichment exercise, exercise discussion, Q & A.

CCTS

Problem solving

Noble values

Neat, accurate

Reflection

While doing the enrichment exercise, I found that some students were still not very clear about use of discriminant in determining the range of value of x or in sketching the graph of quadratic functions but after a few interventions and trial, almost all were able clarify the problem.


 

Day/Date/Week

Friday/4 March 2011/9

Time

8.15 - 9.25 am

Class

4S1

Subject

Additional Mathematics

Chapter

3.4 Quadratic Inequalities

Learning objectives

Understand and use the concept of quadratic inequalities

Learning outcomes

  1. Students will be able to determine the ranges of values of x that satisfies quadratic inequalities
  2. Students will be able to complete the enrichment exercise (4 questions) given

Activities

Enrichment exercise, exercise discussion, Q & A.

CCTS

Problem solving

Noble values

Neat, accurate

Reflection

Enrichment exercise done, some students still need assistant in doing their exercise such as hints and tips.


 

Day/Date/Week

Monday/7 March 2011/10

Time

12.50 – 14.00

Class

4S2

Subject

Additional Mathematics

Chapter

4.1 Simultaneous Equations

Learning objectives

Solve simultaneous equations in two unknown

Learning outcomes

Students will be able to solve simultaneous equation using substitution method

Activities

Concepts and examples discussion, Q & A

CCTS

Problem solving

Noble values

Systematic, neat

Reflection

Most students were able to solve the given simultaneous equations but some have difficulties when equations in the form of fraction were given.


 

Day/Date/Week

Tuesday/8 March 2011/10

Time

17.10 – 18.20

Class

4S1

Subject

Additional Mathematics

Chapter

N/A

Learning objectives

N/A

Learning outcomes

N/A

Activities

Test 1

CCTS

Problem solving

Noble values

Diligence

Reflection

Test 1 completed successfully


 

Day/Date/Week

Thursday/10 March 2011/10

Time

15.25 – 16.35

Class

4S2

Subject

Additional Mathematics

Chapter

N/A

Learning objectives

N/A

Learning outcomes

N/A

Activities

Test 1

CCTS

Problem solving

Noble values

Diligence

Reflection

Test 1 completed successfully


 


 

Day/Date/Week

Friday/11 March 2011/10

Time

15.00 – 16.00

Class

4S1

Subject

Additional Mathematics

Chapter

4.1 Simultaneous Equations

Learning objectives

Solve simultaneous equations in two unknown

Learning outcomes

Students will be able to solve simultaneous equation using substitution method

Activities

Concepts and examples discussion, Q & A

CCTS

Problem solving

Noble values

Systematic, neat

Reflection

90% of the students were able to solve simultaneous equations using substitution method, mathematical arithmetic is still common problem among 5% of the students.


 

Day/Date/Week

Monday/21 March 2011/12

Time

7.15 – 8.15 am

Class

4S2

Subject

Additional Mathematics

Chapter

4.1 Simultaneous Equations

Learning objectives

Solve simultaneous equations in two unknown

Learning outcomes

Students will be able to solve simultaneous equations involving real life situations

Activities

Concepts and examples discussion,

CCTS

Problem solving, interpretation

Noble values

Systematic, neat

Reflection

50 % of the students were having difficulties in converting information in the given question into simultaneous equation. Concrete examples of similar cases were introduced to assist the students in dealing with these matters.


 

Day/Date/Week

Thursday/24 March 2011/12

Time

9.45 – 10.55 am

Class

4S2

Subject

Additional Mathematics

Chapter

5.1 Indices and Law of Indices

Learning objectives

Understand & use the concept of indices & laws of indices to solve problem

Learning outcomes

Students will be able to find the value of numbers given in the form of integer indices & fractional indices

Activities

Test 1 answer script returns and discussion, concepts and examples discussion,

CCTS

Making inference, use of laws

Noble values

Logical thinking, systematic

Reflection

Test 1 discussion and correction done. All students were able to find the value of numbers given in the form of integer & factional indices


 

Day/Date/Week

Friday/25 March 2011/12

Time

8.15 – 9.25 am

Class

4S1

Subject

Additional Mathematics

Chapter

5.1 Indices and Law of Indices

Learning objectives

Understand & use the concept of indices & laws of indices to solve problem

Learning outcomes

Students will be able to find the value of numbers given in the form of integer indices & fractional indices

Activities

Test 1 answer script returns and discussion, concepts and examples discussion,

CCTS

Making inference, use of laws

Noble values

Logical thinking, systematic

Reflection

Test 1 discussion and correction done. All students were able to find the value of numbers given in the form of integer & factional indices


 

Day/Date/Week

Monday/28 March 2011/13

Time

7.05 – 8.15 am

Class

4S2

Subject

Additional Mathematics

Chapter

5.1 Indices and Law of Indices

5.2 Concepts & Laws of Logarithms

Learning objectives

  1. Understand & use the concept of indices & laws of indices to solve problem
  2. Understand & use the concept of logarithms & laws of logarithms to solve problem

Learning outcomes

  1. Students will be able use laws of indices to find the value of numbers in index form that are multiplied, divided & raised to a power
  2. Students will be able to use laws of indices to simplify algebraic expression
  3. Students will be able to able to express equation in index form to logarithm form and vice versa

Activities

Concepts and examples discussion, Q & A

CCTS

Making inference, use of laws

Noble values

Logical thinking, systematic

Reflection

All students were able to achieve learning outcomes (a) and (c) except (b) which is 80 %. The reason : some students have forgotten simple mathematical concepts.


 

Day/Date/Week

Tuesday/29 March 2011/13

Time

11.30 am – 12.40 pm

Class

4S1

Subject

Additional Mathematics

Chapter

5.1 Indices and Law of Indices

5.2 Concepts & Laws of Logarithms

Learning objectives

  1. Understand & use the concept of indices & laws of indices to solve problem
  2. Understand & use the concept of logarithms & laws of logarithms to solve problem

Learning outcomes

  1. Students will be able use laws of indices to find the value of numbers in index form that are multiplied, divided & raised to a power
  2. Students will be able to use laws of indices to simplify algebraic expression
  3. Students will be able to able to express equation in index form to logarithm form and vice versa

Activities

Concepts and examples discussion, Q & A

CCTS

Making inference, use of laws

Noble values

Logical thinking, systematic

Reflection

All students were able to achieve learning outcomes (a) and (c) except (b) which is 90 %. The reason : some students have forgotten simple mathematical concepts and need to be reminded.


 

Day/Date/Week

Thursday/31 March 2011/13

Time

9.45 – 10.55 am

Class

4S2

Subject

Additional Mathematics

Chapter

5.2 Concepts & Laws of Logarithms

5.3 Change of Base

Learning objectives

  1. Understand & use the concept of logarithms & laws of logarithms to solve problem
  2. Understand & use the concepts of change of base of logarithms to solve problem

Learning outcomes

  1. Students will be to find logarithm of a number
  2. Students will be able to find logarithm of numbers by using laws of logarithms
  3. Students will be able to simplify logarithmic expressions to the simplest form
    1. Students will be able to find logarithm of numbers by changing the base of the logarithm to a suitable base

Activities

Concepts and examples discussion, Q & A

CCTS

Use of laws, recognizing pattern & relationships

Noble values

Systematic, logical thinking

Reflection

Initially, 40 % of the students have problem converting index to logarithm form but after being exposed to few example, they finally understood them. 40 % have problem simplifying logarithmic expression into simplest form initially as the students are not familiar with application of logarithm law. Exposing them with examples did facilitate the learning process however.


 

Day/Date/Week

Friday/1 April 2011/13

Time

8.15 – 9.25 am

Class

4S1

Subject

Additional Mathematics

Chapter

5.2 Concepts & Laws of Logarithms

5.3 Change of Base

Learning objectives

  1. Understand & use the concept of logarithms & laws of logarithms to solve problem
  2. Understand & use the concepts of change of base of logarithms to solve problem

Learning outcomes

  1. Students will be to find logarithm of a number
  2. Students will be able to find logarithm of numbers by using laws of logarithms
  3. Students will be able to simplify logarithmic expressions to the simplest form
  4. Students will be able to find logarithm of numbers by changing the base of the logarithm to a suitable base

Activities

Concepts and examples discussion, Q & A

CCTS

Use of laws, recognizing pattern & relationships

Noble values

Systematic, logical thinking

Reflection

Initially, 40 % of the students have problem applying laws of logarithms to simplify logarithmic form but the given examples (2) did facilitate the learning. Computing logarithmic number by using law of change of base are not the issues for this class however.


 

Day/Date/Week

Wednesday/2 March 2011/9

Time

8.15 – 9.25 am

Class

5S2

Subject

Additional Mathematics

Chapter

3.1 Indefinite Integral

Learning objectives

Understand and use the concept of indefinite integral

Learning outcomes

  1. Students will be able to find constant of integrations, c
  2. Students will be able to determine equation of curves from function of gradient
  3. Students will be able to integrate the expressions of the form

Activities

Concepts & examples discussion, Q & A.

CCTS

Recognising patterns

Noble values

Abide by the laws, systematic

Reflection

Most students were able to determine equation of curves and integrate using formula but all of them agreed using substitution method is more challenging


 

Day/Date/Week

Friday/4 March 2011/9

Time

9.40 – 10.40 am

Class

5S2

Subject

Additional Mathematics

Chapter

3.2 Definite Integral

Learning objectives

Understand & use the concept of definite integral

Learning outcomes

Students will be able to find definite integral of algebraic expression

Activities

Concepts & examples discussion, exercise discussion , Q & A.

CCTS

Recognising relationship

Noble values

Abide by the laws , systematic, accurate

Reflection

Most students were able to integrate algebraic expression but some have when application of formula are required to integrate certain algebraic expressions


 

Day/Date/Week

Wednesday/9 March 2011/10

Time

14.00 – 15.10

Class

5S2

Subject

Additional Mathematics

Chapter

3.2 Definite Integral

Learning objectives

Understand & use the concept of definite integral

Learning outcomes

Students will be able to find area under a curve using formula

Activities

Concepts & examples discussion, revision exercise, Q & A

CCTS

Recognising relationship

Noble values

Systematic, accurate

Reflection

Revision exercise done, exercise was given as a preparation for test 1


 

Day/Date/Week

Friday/11 March 2011/10

Time

16.15 – 17.15

Class

5S2

Subject

Additional Mathematics

Chapter

N/A

Learning objectives

N/A

Learning outcomes

N/A

Activities

Test 1

CCTS

Problem solving

Noble values

Diligence, honest

Reflection

Test 1 done.


 

Day/Date/Week

Wednesday/23 March 2011/12

Time

8.15 – 9.25 am

Class

5S2

Subject

Additional Mathematics

Chapter

3.2 Definite Integral

Learning objectives

Understand & use the concept of definite integral

Learning outcomes

Students will be able to find area under a curve bounded to x axis or y axis using formula

Activities

Concepts & examples discussion, exercise discussion

CCTS

Recognising relationship

Noble values

Systematic, accurate

Reflection

50% of the students having problem finding the area under a curve when the integration limit involved 2 shaded areas. Further examples with similar format did improve this percentage though.


 

Day/Date/Week

Friday/25 March 2011/12

Time

9.40 – 10.40 am

Class

5S2

Subject

Additional Mathematics

Chapter

3.2 Definite Integral

Learning objectives

Understand & use the concept of definite integral

Learning outcomes

Students will be able to find volume of revolution when region bounded by a curve is rotated completely about x-axis or y-axis as the limit of a sum of volumes

Activities

Concepts & examples discussion, Q & A.

CCTS

Problem solving

Noble values

Systematic, rational

Reflection

60 % of the students were able to find the volume of revolution for the given curve. Some 40 % of the students still confused about the right function to be integrated with respect to y and 10 % still having difficulties expanding double quadratic function or simplifying more complex algebraic expression into simpler form so that integration can be performed.


 

Day/Date/Week

Wednesday/30 March 2011/13

Time

8.15 – 9.25 am

Class

5S2

Subject

Additional Mathematics

Chapter

4.1 Concept of Vectors

Learning objectives

Understand & use the concept of vectors

Learning outcomes

  1. Students will be able to differentiate between vector and scalar quantities
  2. Students will be able to determine the magnitude and direction of vectors represented by directed line segment
  3. Students will be to determine whether two vectors are equal

Activities

Concepts & examples discussion, Test 1 answer scripts returns and discussion

CCTS

Recognising relationship.

Noble values

Neat, careful

Reflection

Test discussion done. 80 % of the students were able to specify measurement according vector and scalar quantities.


 

Day/Date/Week

Friday/1 April 2011/13

Time

9.40 – 10.40 am

Class

5S2

Subject

Additional Mathematics

Chapter

4.1 Concept of Vectors

4.2 Addition & subtraction of vectors

Learning objectives

Understand & use the concept of vectors

Understand & use the concept of addition & subtraction of vectors

Learning outcomes

  1. Students will be able to determine whether two vectors are parallel
  2. Students will be able to determine the resultant vector of two parallel vectors
  3. Students will be able to determine the resultant vector of two non-parallel vector using Triangle Law and Parallelogram Law

Activities

Concepts & examples discussion, exercises discussion, Q & A.

CCTS

Recognising relationship.

Noble values

Neat, careful

Reflection

70 % of the students were able to determine resultant vector of two parallel vector and two non parallel vector

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