The history syllabus has been changed from india, china and southeast asia to history of singapore. Here are the skills required for lower secondary:
Inference (What can you infer from Source A about the living conditions of early Singapore etc.)
Inference on Purpose (What is the message/purpose of Source A) - more complex than Inference
Reliability (How reliable is Source A?)
Comparison (To what extent is Source A and Source B similar?)
Geography and History essays are similar in format.
Speaking as a student studying in Sec 2 this year.
Latest posts made by wei2912
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RE: Secondary School History
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RE: Secondary School CCA
Depending on your school’s policy on assigning cip hours for av club, the cca may be a good choice. For me, I will obtain 4 cca points for 3 years by participating in a major event (prize giving in this case) and cip hours are assigned based on a timesheet of events which I helped out at. In this case, I already went past 100 at sec 2, so another 5 cca points attained, giving 17 in total. With additional points from ICAS, SMO and participation, it’s over 21, so I would have attained 2 bonus points. Note that this cca isn’t as easy as most think; it often takes long hours and constant supervision. That said, it’s still a good choice if you’re generally interested in AV systems.
CCA points can be attained through competitions as previously mentioned, for example, ICAS and SMO. They are a good way to boost your cca points. Taking up leadership and obtaining more cip hours help as well. -
RE: What is L1R5?
33mama:
In L1R5, CCA can deduct 2 points? What is the 1 point deduction that I also heard about? :scratchhead: so 1 or 2? Blur me...
https://sites.google.com/a/acsbr.org/cca/home/ccas-grading-scheme
>20, 2 bonus points
>8, 1 bonus point
(greater, not greater or equal to)
Hope that helps. -
RE: O-Level Additional Math
Michaelia0816:
(i) D = S*TPls help,
Mr Lee and Mr Chew started travelling in opposite directions from the same point by car. Mr Lee travelled at an average speed of x km/h, while Mr Chew travelled at an average speed which is 4km/h slower than Mr Lee. After 5 hours, they were 880km apart.
(i) Write down an equation, in terms of x, to represent the information given above.
(ii) Find the average speed at which Mr Chew travelled.
Mr Lee travelled at x km/h for 5 h, so the distance travelled by him is 5x km
Mr Chew travelled at (x - 4) km/h for 5 h, so the distance travelled by him is 5(x - 4) km
The total distance travelled by both is 880 km.
Thus,
5x + 5(x - 4) = 880
(ii)
x + (x - 4) = 176
2x - 4 = 176
2x = 180
x = 90
As our speed didn't change, it remains as (x - 4) km/h. Thus,
x - 4 = 86
Mr Chew travelled at an average speed of 86 km/h.