Page 6 - RPT MAT F2 2019 BI

WEEK / CONTENT LEARNING STANDARD REMARK
DATE STANDARD
The concept of variable as a
functional relationship
associated with the concept of
variable as unknown under
linear equations topic.

The function notation, f(x) ,
should be introduced.
WEEK 25 8.2 Graphs of 8.2.1 Construct tables of values for linear and non- Linear and non-linear functions
08/07/2019 Functions linear functions, and hence draw the graphs including those representing
- using the scale given. real life situations
12/07/2019
Function in the form of
y  ax n

n=- 2,-1,0,1,2,3 a ≠ 0, should
be involved

8.2.2 Interpret graphs of functions Graphs of functions including
those representing real life
situations
Interpreting graphs of functions
is like studying trends and
making predictions.
8.2.3 Solve problems involving graphs of functions Solving equations by
determining the point(s) of
intersection of two graphs
should be involved
CHAPTER 9 : SPEED AND ACCELERATION
WEEK 26 9.1 Speed 9.1.1 Explain the meaning of speed as a rate The meaning of speed should
15/07/2019 involving distance and time. be explained based on
- exporatory outcomes.
19/07/2019
9.1.2 Describe the differences between uniform and Various representations
non-uniform speed including tables and graphs
should be used based on
various situations.
9.1.3 Perform calculation involving speed and
average speed including unit conversion.

9.1.4 Solve problems involving speed

WEEK 27 9.2 Acceleration 9.2.1 Explain the meaning of acceleration and The meaning of acceleration
22/07/2019 deceleration as a rate involving speed and time. and deceleration should be
- explained based on exploratory
26/07/2019 outcomes
9.2.2 Perform calculations involving acceleration
including unit conversion.
9.2.3 Solve problems involving acceleration.
CHAPTER 10 : GRADIENT OF A STRAIGHT LINE

WEEK 28 10.1 Gradient 10.1.1 Describe gradient and direction of inclination Carry out exploratory activities
29/07/2019 based on real life situations, and then explain involving various methods such
- the meaning of gradient as a ratio of vertical as the use of dynamic software.
02/08/2019 distance to horizontal distance.