MDM GAN SOH FUEY
ABOUT ME MDM GAN SOH FUEY Bachelor Of Science - Statistics Master of Education (Mathematics)
BACKGROUND STPM Mathematics (M) stands for Managementand is taken by Art stream students (optional). Basically, it is to fulfil the objective to enable students to acquire problem-solving skills and equip students with a foundational understanding of mathematical thinking and concepts before they proceed to related programmes for their tertiary level education.
Why STPM Mathematics (M)? Designed to provide a framework for a college preparatory curriculum that enables candidates to deepen their understanding of mathematical concepts and logical thinking, and to acquire problem-solving and decision-making skills.
You enjoy and excel in Mathematics You will have a strong foundation of PreUniversity Mathematics You would want to have further study in a Mathematics-related field for your degree 3 Main Reasons Why You Should Include Mathematics M As One Of Your Subjects In STPM. You found that Mathematics is easier to focus during the lessons by recognizing patterns, applying formulas and equations. You also did well in your SPM Mathematics and Additional Mathematics. You to continue to study Mathematics because you get to dive deeper and wider into this subject. you will study 18 chapters which covering various topics in Calculus, Statistics, and Financial & Decision Mathematics. you would have noticed that most schools have already listed a combination of subjects according to Art/ Science streams to accommodate what students intend to study for their degree.
ASSESSMENT TOOLS SEMESTER 1 26.67% SEMESTER 2 26.67% ASSIGNMENT 20% SEMESTER 3 26.67% 01 02 04 03 Coursework offers opportunities for candidates to conduct mathematical investigation and mathematical modelling that enhance their understanding of mathematical processes and applications and provide a platform for them to develop soft skills.
SEMESTER 1 FUNCTIONS SEQUENCES & SERIES MATRICES DIFFERENTIATION INTEGRATION DIFFERENTIAL EQUATIONS 01 02 03 04 05 06
= − 5 Input Value Function Name Output Value + = () SEMESTER 1
SEMESTER 2 DATA DESCRIPTION PROBABILITY PROBABILITY DISTROBUTION TIME SERIES INDEX NUMBERS CORRELATION & REGRESSION
SEMESTER 2 10 RBGRBGRBG RBG!"!"!" ! "#! "#! "#! "#! "#! "#! "#! "#! "# Lp = p n q ∑ 0 p 0 q ∑ 0 × 1 0 0 Pp = p n q ∑ n p 0 q ∑ n × 1 0 0 Lq = q n p ∑ 0 q 0 p ∑ 0 × 1 0 0 Pq = q n p ∑ n q 0 p ∑ n × 1 0 0
01 02 03 04 05 06 SEMESTER 3
SEMESTER 3 = 1 + ! RM Quantity 0 C(q) R(q) Fixed Cost LOSS PROFIT Break-even Point (q0, r0) Break-even quantity Break-even revenue A B Start C E D G F Finish Player B B1 B2 Player A1 5 0 A A2 -1 1 MAXIMIN 0 -1 MINIMAX 5 1
CAREER Ø Accountant Ø Banker Ø Investment Manager Ø Financial Planner Ø Economist
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