Day/Date/Week | Monday/14 February 2011/7 |
Time | 7.05 – 8.15 am |
Class | 4S2 |
Subject | Additional Mathematics |
Chapter | 3.1 Quadratic Functions & Graphs |
Learning objectives | Understand the concept of quadratic functions and graphs |
Learning outcomes |
|
Activities | Concepts and examples discussion, Q & A. |
CCTS | Making comparison & conclusion |
Noble values | Keen, hardworking |
Reflection | All students were able to plot the graph of quadratic functions |
Day/Date/Week | Thursday/17 February 2011/7 |
Time | 9.45 – 10.55 am |
Class | 4S2 |
Subject | Additional Mathematics |
Chapter | 3.2 Maximum and minimum value of quadratic function |
Learning objectives | Finding the maximum and minimum value of quadratic function |
Learning outcomes | Students will be able to find the maximum or minimum value of a quadratic functions |
Activities | Concepts and examples discussion, Q & A |
CCTS | Mental process, interpretation |
Noble values | Keen, hardworking |
Reflection | Some students still have problem coping with completing the square method. Thus, they have difficulties in finding maximum point or minimum values as completing the square is the pre-requisite of finding the maximum or minimum values of quadratic function. Another way is to use formula to find the maximum or minimum values but this approach still does not favour some students |
Day/Date/Week | Friday/17 February 2011/7 |
Time | 8.15 – 9.25 am |
Class | 4S1 |
Subject | Additional Mathematics |
Chapter | 3.1 Quadratic Functions & Graphs 3.2 Maximum and minimum value of quadratic function |
Learning objectives |
|
Learning outcomes |
|
Activities | Concepts and examples discussion, Q & A. |
CCTS | Making comparison & conclusion |
Noble values | Keen, hardworking |
Reflection | All students were able to plot the graph of quadratic functions but a few students have difficulties in finding maximum or minimum values of quadratic functions |
Day/Date/Week | Monday/21 February 2011/8 |
Time | 7.05 – 8.15 am |
Class | 4S2 |
Subject | Additional Mathematics |
Chapter | 3.3 Sketch graphs of quadratic functions |
Learning objectives | Sketching quadratic function graph |
Learning outcomes | Students will be able to sketch quadratic function graphs by determining the maximum or minimum point and two other points. |
Activities | Concepts and examples discussion, sketching graphs ,Q & A. |
CCTS | Systematic |
Noble values | Keen, diligence |
Reflection | Initially, some students have difficulties in sketching the graph as they try to memorize the step, but when they were asked to sketch the graphs themselves, they were able to sketch the graphs successfully. |
Day/Date/Week | Tuesday/22 February 2011/8 |
Time | 11.30 am – 12.40 pm |
Class | 4S1 |
Subject | Additional Mathematics |
Chapter | 3.3 Sketch graphs of quadratic functions |
Learning objectives | Sketching quadratic function graph |
Learning outcomes | Students will be able to sketch quadratic function graphs by determining the maximum or minimum point and two other points. |
Activities | Concepts and examples discussion, sketching graphs ,Q & A. |
CCTS | Systematic |
Noble values | Keen, diligence |
Reflection | Some students have difficulties in sketching the graph but with proper guides and directives, they were able to do it. |
Day/Date/Week | Thursday, Friday/24 & 25 February 2011/8 |
Time | N/A |
Class | N/A |
Subject | Additional Mathematics |
Chapter | N/A |
Learning objectives | N/A |
Learning outcomes | N/A |
Activities | N/A |
CCTS | N/A |
Noble values | N/A |
Reflection | No classroom lesson, School's Athletic Championship (23-25.2.2011) |
Day/Date/Week | Wednesday/16 February 2011/7 |
Time | 8.15 – 9.25 am |
Class | 5S2 |
Subject | Additional Mathematics |
Chapter | 2.2 Apply Linear Law to Non-linear Law |
Learning objectives | Understand and use the concept of lines of best fit |
Learning outcomes | Students will be to solve problem involving equation of lines of best fit |
Activities | Enrichment exercise, exercise discussion, Q & A |
CCTS | Problem solving |
Noble values | Precision of graph, careful. |
Reflection | Enrichment exercise partially complete and students will continue the exercise as homework. Some students still need assistant in initiating the given exercise. The better groups of students still consume plenty of time in completing the tasks. I believed practices and exercises will revolve this matter. |
Day/Date/Week | Friday/18 February 2011/7 |
Time | 9.40 – 10.40 am |
Class | 5S2 |
Subject | Additional Mathematics |
Chapter | 3.1 Indefinite Integral |
Learning objectives | Understand and use the concept of indefinite integral |
Learning outcomes |
|
Activities | Concepts & examples discussion, Q & A. |
CCTS | Recognising patterns |
Noble values | Abide by the laws, systematic |
Reflection | Most students were able to integrate single algebraic expression but some still confuse if integral of algebraic expression are combination of constant and algebraic expression. After some examples were shown, they can clarify the problem. |
Day/Date/Week | Wednesday, Friday/23 & 25 February 2011/8 |
Time | N/A |
Class | 5S2 |
Subject | Additional Mathematics |
Chapter | N/A |
Learning objectives | N/A |
Learning outcomes | N/A |
Activities | N/A |
CCTS | N/A |
Noble values | N/A |
Reflection | No formal lesson, School's Athletic Championship (23-25.2.2011) |
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