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INTENSIVE ADDITIONAL MATHEMATICS REVISION!!
|29th & 30th DECEMBER 2008|
|Theme : Understanding Concepts! BRIDGING GAP, STRIVING FOR EXCELLENCE IN “O” Level AMATHS!|
|(VALUE-ADDED SUPPORT MEASURES FOR Additional Mathematics)|
TARGET AUDIENCE: Sec 4/5 students /2009The Programme is specially customized to build students’ comprehension & application in The World Of Additional Mathematics!This intense revision will certainly jolt your memory with a clearer understanding of complex concepts learnt! Have no FEAR as you step courageously forward to prepare for your “O’’ Levels! Start now! Why regret later!
Course Duration: 2-day workshop (9am – 5pm)
Investment per participant: S$200.00
Minimum pax per workshop: 20
COURSE FACILITATORMrs Wijaykumar R Devi (Former Subject-Head for Mathematics/ MOE/Schools). Mrs Kumar has taught Mathematics for 2 decades! Her wealth of experience in teaching & her fun n lively personality will make learning a worthy & meaningful experience! Very difficult concepts are made easier with great clarity! What’s more....she has made learning affordable at a relatively lower cost!
PROGRAMME For Day 1 & 2
Topic s Covered
Indices & Surds
ü Testing the Laws of Indices & its relevance to everyday maths
ü Application of surds using = , =
ü What is meant by conjugate surds to rationalize the surd
ü Solve simple equations involving indices & surds.
ü Apply the rules of indices to simple problems.
ü Solve exponential equations of the form ax = b where b = an
ü Solve exponential equations using substitutions.
ü What is meant by roots and how it is interpreted in graphs
ü Use of Discriminant (b2-4ac) to find if equation has roots
ü Determining the turning point using completing the squares
ü Solving complex problem sums
ü Using the laws of Logarithm to solve complex problem sums
ü Understanding the logarithmic principles and being able to solve complex problem sums
ü Exponentials functions & its relevance to logarithmic functions
ü Plotting lg & ex curves with confidence
Remainder & Factor Theorem
ü The difference between Factor & Remainder Theorem.
ü Solving cubic equations by factorization.ü
ü Express a rational expression in partial fractions
ü Application of Partial Fractions
ü Expressing a relationship in the linear form Y = mX + c
ü Plotting an appropriate straight line and to find the values of m and c
ü Using the Binomial Theorem to expand (a + b)n to any number of terms.
ü Using the result Tr + 1 = an – rbr to find a particular term
ü Solving Trigo functions
ü Sketching the graphs of y = sin , y = cos and y = tan .
ü Sketch the graphs of y = a sin bx + c, y = a cos bx + c, , and y = a tan bx
ü Proving Trigo identities with ease
ü Understanding the Double-angle Formulae, Applying the R &
Factor formulae & its complex problem sums
ü Using formulae & logic to find the mid-pt, length of line, its equation, gradients etc
Any Other Topics ..?
ü Free & Easy
ü Please Ask & I will TEACH!
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