Additional Mathematics
SORRY, THIS PAGE WILL MODIFY AFTER SEPT 2010
WHAT I PREDICT ABOUT TRIAL EXAM 2009
FORM 4 CHAPTER 1一般上,SPM PAPER 1 会出现三题:QUESTION 1 :会问一些基本的问题. Example : Find the range, what is the domain, image, what is the relation.如果参考SPM历年考题,都是这种类型。 TRIAL EXAM 历年来都有。QUESTION 2 和 QUESTION 3 :一般上都是 inverse, composite, find the value of x, 或找 f(x), g(x)。如果参考SPM历年考题,找 f(x), g(x)的多数有一题。TRIAL EXAM 历年来都有。
1. Paper 1,一般上都是给两个 roots,然后找 equation . SPM题多数是在 question 3,4 or 5.
Form the quadratic equation which has the roots -3 and 1/2. Give your answer in the form ax2 + bx + c = 0, where a, b and c are constants.
2. Paper 1, SPM题多数是在 question 3,4 or 5. Find the range of values of x for which x(x – 4) >12. 参考SPM 2004
Find(a) the value of k,(b) the equation of the axis of symmetry, (c) the coordinates of the maximum point.
2. Show that the quadratic function f(x)=x2+4x-6 can be written as f(x)=a(x+p)2+q
FORM 4 CHAPTER 4, 5
try these few question
Given that log5 2 = m and log5 7 = p, express log5 4.9 in terms of m and p.
Simplify 5 n + 2 – 5 n – 25 ( 5 n – 1 ) in the form k(5 n), where k is a constant.
Given that loga 5 = p and loga 7 = q, find the value of log35 a in terms of p and q.
Given that 3 log5 xy2 + log5 x = 4 + 2 log5 y, show that xy= 5.
Solve the equation y – 2x = 0, x2 + 3y – 5x = 18.
WHAT I PREDICT ABOUT SPM 2009
PAPER 2
SECTION A
FORM 4 CHAPTER 4 SIMULTANEOUS EQUATION QUESTION 1 (100%)
FORM 4 CHAPTER 7 STATISTICS (100%)
FORM 4 CHAPTER 9 DIFFERENTIATION
FORM 5 CHAPTER 1 PROGRESSIONS (100%)
FORM 5 CHAPTER 5 TRIGONOMETRIC FUNCTIONS (100%)
FORM 5 CHAPTER 4 VECTORS
SECTION B
FORM 5 CHAPTER 2 LINEAR LAW (100%)
FORM 5 CHAPTER 3 INTEGRATION
FORM 4 CHAPTER 6 COORDINATE GEOMETRY
FORM 4 CHAPTER 8 CIRCULAR MEASURE
FORM 5 CHAPTER 8 PROBABILITY DISTRIBUTION QUESTION 11(100%)
6 responses to “Additional Mathematics”
Anonymous
July 25th, 2009 at 03:48
我会去警局告你的!!!!!!!!!!111
KSKhaw:
Tammy
January 27th, 2010 at 18:02
its nice 2 knoe bout it…predicvt wat will cum out 4 dis year plsss???
KSKhaw : Later lah. TQ
Kellylmy
May 14th, 2011 at 10:41
更清楚了解了! 谢谢~
Danny Highgo
August 5th, 2012 at 10:09
i don’t understand it
erra
November 10th, 2012 at 21:45
nice
goh
November 19th, 2012 at 21:25
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