http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry
http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry What if compared with the 4 Singapore GCE A-Level Maths? (Pure+Stat+Mechanics)
http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry What if compared with the 4 Singapore GCE A-Level Maths? (Pure+Stat+Mechanics) 不如巴打你講講
http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry What if compared with the 4 Singapore GCE A-Level Maths? (Pure+Stat+Mechanics) 不如巴打你講講 Eastern Mathematicians are good at deductive algebra and intuitive geometry, while Western Mathematicians are good at intuitive algebra and deductive geometry. That's why in GCSE Maths, there exists many conceptual questions instead of just calculation, while in Senior High (Beijing), many have to rote lots of formulae of indefinite integrals (calculus)
Note that Western Mathematicians always do calculation with graphs. Chinese learners know only mimicking steps from tutor/book instead of introspection. That's why in HKALE, many gals can get an A in Pure Maths, but they turn out to be repeating the freshman level maths in, say, PolyU.
http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry What if compared with the 4 Singapore GCE A-Level Maths? (Pure+Stat+Mechanics) 不如巴打你講講 Eastern Mathematicians are good at deductive algebra and intuitive geometry, while Western Mathematicians are good at intuitive algebra and deductive geometry. That's why in GCSE Maths, there exists many conceptual questions instead of just calculation, while in Senior High (Beijing), many have to rote lots of formulae of indefinite integrals (calculus) For example, even in London GCE (UCLES), there exists some question: Describe how shortest path algorithm (Graph Theory) is derived with examples. (Usually such a question really tests your understandings and steps rather than result)
http://www.telegraph.co.uk/education/educationnews/5593940/Chinese-science-exams-more-interesting-and-demanding-than-GCSEs.html Chinese science exams more 'interesting and demanding' than GCSEs Maths and science exams taken by students in China are more "interesting and demanding" than their British GCSE counterparts, it has been claimed by the Royal Society of Chemistry What if compared with the 4 Singapore GCE A-Level Maths? (Pure+Stat+Mechanics) 不如巴打你講講 Eastern Mathematicians are good at deductive algebra and intuitive geometry, while Western Mathematicians are good at intuitive algebra and deductive geometry. That's why in GCSE Maths, there exists many conceptual questions instead of just calculation, while in Senior High (Beijing), many have to rote lots of formulae of indefinite integrals (calculus) For example, even in London GCE (UCLES), there exists some question: Describe how shortest path algorithm (Graph Theory) is derived with examples. (Usually such a question really tests your understandings and steps rather than result) Usually this question is difficult enough. But this can be solved by several instruments of applied Maths. The common example is A2 Computing where the concept of Queue and Stack in Data Structure can be applied to illustrate shortest path algorithm. Believe it or not, IVE ICT Software Engineering students (41303[A]) also faces similar question (but they simply compute the answer instead of instruct the principle in prose)
Note that Western Mathematicians always do calculation with graphs. Chinese learners know only mimicking steps from tutor/book instead of introspection. That's why in HKALE, many gals can get an A in Pure Maths, but they turn out to be repeating the freshman level maths in, say, PolyU. 對, AL出PROVE題 如A.M.>G.M., 阿SIR都係叫我地齋背... 不過CE既A MATHS/ AL既APPLIED MATHS就冇齋背呢個問題
好多英文 有冇巴打可以HIGHLIGHT啲重點出黎? 我英文廢
Note that Western Mathematicians always do calculation with graphs. Chinese learners know only mimicking steps from tutor/book instead of introspection. That's why in HKALE, many gals can get an A in Pure Maths, but they turn out to be repeating the freshman level maths in, say, PolyU. 對, AL出PROVE題 如A.M.>G.M., 阿SIR都係叫我地齋背... 不過CE既A MATHS/ AL既APPLIED MATHS就冇齋背呢個問題 but the question is NOT in-depth enough. The following PMaths-level question can be difficult and common in China, but if in Britain, step-by-step subquestioning will be done: Prove that a Real function of purely complex variable, f(i) = ai^2 + b^i + c = 0, can be transformed to f(x)=|a|(x-i)^2
Note that Western Mathematicians always do calculation with graphs. Chinese learners know only mimicking steps from tutor/book instead of introspection. That's why in HKALE, many gals can get an A in Pure Maths, but they turn out to be repeating the freshman level maths in, say, PolyU. 對, AL出PROVE題 如A.M.>G.M., 阿SIR都係叫我地齋背... 不過CE既A MATHS/ AL既APPLIED MATHS就冇齋背呢個問題 but the question is NOT in-depth enough. The following PMaths-level question can be difficult and common in China, but if in Britain, step-by-step subquestioning will be done: Prove that a Real function of purely complex variable, f(i) = ai^2 + b^i + c = 0, can be transformed to f(x)=|a|(x-i)^2 咁HKALE PURE MATHS LONG QUESTIONS都會將難題目分幾PART問
根本係個讀書風氣係咁 你將成套GCSE扲黎香港 d人都係一樣背
根本係個讀書風氣係咁 你將成套GCSE扲黎香港 d人都係一樣背 Yes. According to Keirsey Temperament Sorters (psychometrics), in Eastern cultures many traditionalists (Guardians) in 4 temperaments dominates the educational institutions. In Hong Kong, who rules Educational Bureau have NO qualification of Public Administration or even any certificate of General Education
根本係個讀書風氣係咁 你將成套GCSE扲黎香港 d人都係一樣背 Yes. According to Keirsey Temperament Sorters (psychometrics), in Eastern cultures many traditionalists (Guardians) in 4 temperaments dominates the educational institutions. In Hong Kong, who rules Educational Bureau have NO qualification of Public Administration or even any certificate of General Education 咁我咁睇, 題目夠淺/冇得背就唔會有人死背 如GMATHS/AMATHS/APPLIED MATHS(至少我果間冇人會以背既方式考呢幾科) 咁當然要背D公式
老實講, 香港高級程度數學書寫得差( omitting too many steps with no textual annotations or even arrows), 不如大陸書(不過大陸書冇英文 )