Six point six.
Class of 2006;
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We are 6.6 of 2006 from Kheng Cheng School. And we're the bestest and smartest and awesomest class yo! Though we've graduated, our love for each other is still there. Want to know more?
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Mdm Fiona Lam
Mr Thomas Boh

01. Amelia Ang (Zhonghua Secondary)
02. Ang Wee Kiat (Catholic High School)
03. Chou Po Yang (Chung Cheng High Main)
04. Chua Jun Hui (Maris Stella High School)
05. Geannie Er (Zhonghua Secondary)
06. Brian Foo (Catholic High School)
07. Gasper Wong (Beatty Secondary)
08. Heng Lin Qi (Crescent Girls' Secondary)
09. Timothy Hong (Catholic High School)
10. Jane Koh (CHIJ St. Nicholas Girls' School)
11. Joey Chua (Cedar Girls' Secondary)
12. Charmaine Kan (Cedar Girls' Secondary)
13. Shaun Khor (Maris Stella High School)
14. Koh Yee Hui (Maris Stella High School)
15. Lee Han Cheng (Hwa Chong Institution)
16. Lee Jun Yi (NUS High School)
17. Lee You Chen (Catholic High School)
18. Lim Jin (Raffles Institution)
19. Liu Ren Jie (Catholic High School)
20. Melvin Quek (Raffles Institution)
21. Ng Joo Yuan (Chung Cheng High Main)
22. Ng Kim Guan (St. Joseph's Institution)
23. Ng Phui Shan (Chung Cheng High Main)
24. Ng Wei Jie (Maris Stella High School)
25. Jonathan Ong (Peirce Secondary)
26. Aaron Pang (Catholic High School)
27. Rachel Toh (Cedar Girls' Secondary)
28. Sean Lee (Catholic High School)
29. See Zheng Hao (Kuo Chuan Presbyterian)
30. Shih Ting Yu (Peirce Secondary)
31. Sng Qi Huan (Ang Mo Kio Secondary)
32. Jason Sze (Whitley Secondary)
33. Jolene Tan (CHIJ St. Nicholas Girls' School)
34. Tan Xin Yi (Nanyang Girls' High School)
35. Teo Wei Kiat (Catholic High School)
36. Timothy Yu (Hwa Chong Institution)
37. Timothy Wong (Chung Cheng High Main)
38. Wong Wei Ting (Zhonghua Secondary)
39. Yim Yi Xiang (Catholic High School)
40. Zeng Shiting (Mayflower Secondary)
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Editing: Jolene
Saturday, October 10, 2009


we r too stupid for PSLE

ya for those who cousins took the PSLE this year, maybe u heard that the maths paper was a killer. even yahoo news posted about it:
http://sg.news.yahoo.com/cna/20091010/tap-464-parents-arms-psle-mathematics-pa-231650b.html

ya so anyway my dad sent me 2 of the questions n i was like thinking how hard can it get?

here r the 2 questions:

1)Sally baked some cookies to sell. ¾ of them were chocolate cookies and the remaning were almond cookies. After she sold 210 chocolate cookies and 5/6 of the almond cookies, she had 1/5 of the cookies left. How many cookies did she sell?

2)Jane bought a packet of sweet and gave half to Sunny.

Sunny bought a packet of chocolate and gave half to Jane.
Jane ate 12 chocolates, and Sunny ate 48 sweets. The ratio of sweets to chocolates Jane had became 1:7 and the ratio of sweets to chocolates Sunny had became 1:4. How many sweets did Jane buy?

thinks its easy????????

i got 448.21(something like that) for first question n cant do 2nd
Pee got another number with demicals too n didnt bother with the 2nd
my friend got the same for first question n get a negative ans for the 2nd.....
my maths teacher total shutdown(she tio stun)

lol is it really that diff?
i consulted mr boh n he said it was deceptively easy but very tough. u can c can do, cant c gg.

so anyone with the proper solutions pls post up ^^
n good luck to whosever cousins/siblings taking this year PSLE(including 3 of my cousins)

chicky


Woohoo I found solution 1 (I think)

(1) :

(5/6)(3/4) = 5/8 [Almonds account for this amount of sales]

(4/5) is the fraction of total cookie sales, so (4/5) - (5/8 from almond cookies) = 7/40

(7/40) is the amount of chocolate cookies sold, so we convert (4/5) to (32/40) to make it easier for our (7/40). Then we have 7/40 = 210 chocookies, 1/40 = 30chocookies. Finally 30x32 to get the total number of sold cookies, which is 960 (ANSWER). Total amount of cookies in all is 1200 fyi, I worked backwards with this and the numbers tally. But it's harder than our '06 PSLE for sure, do this question without drawing diagrams is the equivalent of stapling your eyelids closed.

UPDATE: Found 2nd one

Jane's sweets to chocolate ratio = x:7x

Sunny's sweets to chocolate = y:4y

Jane ate 12 chocolates gives us the equation (x+12) = y ; or (x= y- 12) - [1]

Copy above, Sunny eating 18 sweets results in 4y+18 = 7x - [2]

Sub [1] into [2] and we have: 4y+18=7(y-12)

Simplify to (4y+18 = 7y - 84) and then (3y = 102)

y = 34, and because from the given text and [1] we can see that 2y = Sunny's sweets (sorry I forgot to mention it before)

So the answer is just 2(34) which is 68. See Yahoo's article and 68 is also the answer, whoopee. We'd learnt algebra/ratio in P6 but back then you'd need to be on mental steroids to visualise until liddat. Now why the hell am I doing PSLE questions when my exams are less than a week away....



-Jin

3:28 PM