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Thursday 16 december 2021, term 1 past year questions (chapter wise), no comments:, post a comment, stpm past year papers term 3.

 STPM PAST YEAR PAPERS TERM 3 2022-3-ACTUAL 2022-3-ACTUAL-SUGGESTED ANSWERS 2021-3-ACTUAL 2021-3-ACTUAL-SUGGESTED ANSWERS 2020-3-ACTUAL 2020...

  • TERM 1 PAST YEAR QUESTIONS (CHAPTER WISE) PAST YEAR QUESTIONS-CHAPTER 1-QUESTIONS   PAST YEAR QUESTIONS-CHAPTER 1-SOLUTIONS   PAST YEAR QUESTIONS-CHAPTER 2-QUESTIONS  PAST YEAR QUEST...
  • TERM 2 PAST YEAR QUESTIONS (CHAPTER WISE) Updated until STTPM 2022 REPEAT 2   PAST YEAR QUESTIONS-CHAPTER 7-QUESTIONS   PAST YEAR QUESTIONS-CHAPTER 7-SOLUTIONS   PAST YEAR QUESTIONS-...
  • STPM PAST YEAR PAPERS TERM 2  STPM PAST YEAR PAPERS TERM 2 2022-2-ULANGAN 2022-2-ULANGAN-SUGGESTED ANSWERS 2022-2-ACTUAL 2022-2-ACTUAL-SUGGESTED ANSWERS 2021-2-ACTUAL 20...

STPM MATHEMATICS T

(NEW SYLLABUS - STARTING 2012)

MATHEMATICS T

Complex numbers.

"Right clip" then "Open link in new tab": ENABLE YOU TO GET ENLARGED IMAGE

math t assignment sem 1

Solutions of FOCUS ON EXAM is available at the website of the Publisher: cw.oxfordfajar.com.my

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Exploring The Structure For STPM Maths T 2024

29 November 2023

7 minutes to read

study maths t stpm

  • 01. Topics Covered In Term 1: Algebra and Geometry
  • 02. Topics Covered In  Term 2: Calculus
  • 03. Topics Covered In Term 3: Statistics
  • 04. Latest Exam Format For The STPM Mathematics T Written Test
  • 05. Overview Guideline For STPM Mathematics T Coursework

Do you know what's one of the most effective ways to solve a big problem?

By breaking it into smaller problems.

As Form 6 students, you might be taken aback when you're told that there are a total of 18 chapters to cover for your STPM Maths T subject, for instance.

But what if I told you that you have three semesters to learn them and only be tested on 6 topics each semester? It does take some burden off your shoulders, right?

In this article, we will discuss the STPM Maths T syllabus for each term and the latest examination format for this subject.

Banuki

Topics Covered In Term 1: Algebra and Geometry

Throughout the three semesters, you will learn a total of 18 chapters (6 chapters per semester).

Here are the six chapters that you will study during your first semester.

  • Chapter 1: Functions [28 teaching period] 

In this chapter, you will be taught polynomial and rational functions, exponential and logarithmic functions, as well as trigonometric functions.

  • Chapter 2: Sequences and Series [18 teaching period] 

In this chapter, you will be taught on core principles and formulas of sequences and series as well as binomial expansions.

  • Chapter 3: Matrices [16 teaching period] 

In this chapter, you will learn about various operations revolving matrices as well as different systems of linear equations.

  • Chapter 4: Complex Numbers [12 teaching period] 

In this chapter, you will learn about what are real and imaginary parts of complex numbers, how to present an Argand diagram, perform elementary operations for complex numbers and also apply de Moivre’s theorem.

  • Chapter 5: Analytic Geometry [14 teaching period] 

In this chapter, you will master the methods to transform a given equation of a conic into the standard form and find the vertex, focus and directrix of a parabola, ellipse and hyperbola.

  • Chapter 6: Vectors [20 teaching period] 

In this chapter, you will learn about vectors in two and three dimensions as well as various elements of vector geometry.

Learn more about the advantages that you can gain when you learn and master STPM Maths T as a Form Six student.

sem 1 maths t

Topics Covered In  Term 2: Calculus

Now, let's move on to the second semester.

Here is the breakdown of sub-topics that will be covered in the following six chapters under the theme of calculus.

  • Chapter 7: Limits and Continuity [12 teaching period] 

In this chapter, you will learn how to determine the existence and values of the lefthand limit, right-hand limit and limit of a function; the continuity of a function at a point and on an interval; and also apply the intermediate value theorem.

  • Chapter 8: Differentiation [28 teaching period] 

In this chapter, you will learn to master sub-topics like derivatives and different applications of differentiations.

Furthermore, you'll learn how to perform implicit differentiation, determine the stationary points, extremum points and points of inflexion; find the equations of tangents and normals to curves, including parametric curves and many more.

  • Chapter 9: Integration [28 teaching period] 

In this chapter, you will be taught about different sub-topics like indefinite integrals, and definite integrals.

You will learn how to integrate rational functions by means of decomposition into partial fractions, perform integration by parts; calculate the area of a region bounded by a curve (including a parametric curve) and many more.

  • Chapter 10: Differential Equations [ 14 teaching period] 

In this chapter, you will learn about first-order differential equations with separable variables, first-order linear differential equations utilizing an integrating factor and how to use a boundary condition to find a particular solution.

At the end of this chapter, you will master the skill to solve problems that are related to science and technology which can be modelled by differential equations.

  • Chapter 11: Maclaurin Series [12 teaching period] 

In this chapter, you will learn how to determine the Maclaurin series for a function and the interval of convergence.

You will also learn the difference between standard series and power series as well as how to use series expansions to find the limit of a function.

  • Chapter 12: Numerical Methods [14 teaching period] 

In this chapter, you will learn about the numerical solution of equations and numerical integration.

Some of the learning outcomes under the subtopic of numerical solution of equations include locating the root of an equation approximately using graphical considerations and searching for a sign change and many more.

Under numerical integration, you will learn how to use the trapezium rule and sketch graphs to determine whether the trapezium rule gives an overestimation or an underestimation in simple cases.

Dive deep into these tips to score well for your STPM Maths T papers .

Topics Covered In Term 3: Statistics

We've arrived at our final semester for your STPM Maths T syllabus.

Similarly, you will be taught 6 chapters.

  • Chapter 13: Data Description

In this chapter, you will study discrete, continuous, ungrouped and grouped data, and expand on the concepts of mode, median and interquartile range based on what you have learned during your SPM studies.

You will also learn more about the appropriate measures of central tendency and measures of dispersion and apply the Pearson coefficient of skewness .

  • Chapter 14: Probability

Apart from learning about the addition and multiplication principle of various probability operations, you will also learn how to calculate conditional probabilities and identify independent events in this chapter.

  • Chapter 15: Probability Distributions

In this chapter, you will study the properties and direct application of discrete random variables, continuous random variables, binomial distribution, Poisson distribution and normal distribution.

ace stpm maths t

  • Chapter 16: Sampling and Estimation

In this chapter, some of the major learning outcomes that you will master include learning the differences between a population and a sample, and between a parameter and a statistic as well as determining and interpreting a confidence interval for the population mean based on a sample from a normally distributed population with known variance.

  • Chapter 17: Hypothesis Testing

In this chapter, you will learn how to explain what a hypothesis and alternative hypothesis are, as well as the significance level of a test. You will also master the ability to carry out various hypothesis tests for different samples.

  • Chapter 18: Chi-Squared Tests

In this chapter, you will learn how to use the chi-squared distribution tables and identify the chi-squared statistic.

From there, you will get to apply the goodness of fit test and test of independence for different problems.

Latest Exam Format For The STPM Mathematics T Written Test

After reviewing all the topics that will be covered for your STPM Maths T subject, let's now look at the examination structure for your assessments.

Every semester, candidates will sit for one written test. It is a central assessment and the test duration is 1 hour and 30 minutes. 

There are two sections for each STPM Maths T written test.

For Section A, candidates have to answer 6 questions of variable marks. The total mark for section A is 45 marks.

For Section B, candidates can choose from two question options. The total mark for section B is 15 marks.

The full mark for each written test is therefore 60 marks, which will be rounded up to 26.67% in terms of weightage to calculate the overall grade for your STPM Maths T subject.

Don't forget to look through these amazing learning resources for your STPM Maths T papers .

Enhance Your STPM Maths T Revision Journey With A Superprof Tutor

Since you'll be preparing for a written test that involves different topics each semester, it could be an overwhelming process.

Instead of going through the revision journey all by yourself, why not study the STPM Maths T subject under the guidance of an experienced Maths tutor?

With Superprof, you can find a reliable Maths tutor who can help you strengthen your comprehension of all the taught topics for each semester consistently.

That way, you don't have to worry about the lack of preparation or the lack of practice before sitting for the actual exam. You can also master the marking rubrics of your STPM Maths T papers .

Not only that, you also get to enjoy a flexible learning experience because you can opt to learn from a home tutor or online tutor with the help of Superprof.

Visit the Superprof Malaysia homepage to kickstart your STPM Maths T revision journey today.

Overview Guideline For STPM Mathematics T Coursework

Apart from your written test, you will also need to complete three assignments (coursework) throughout the three terms.

Unlike your written test, your coursework assessment will be graded by your subject teacher. Each semester, you will be given a different assignment task (based on the taught topics that semester).

You need to come out with a written report and undergo a viva session to receive your grade.

What Should Be Included In Your Complete Written Report Each Semester

Read the following information carefully as you prepare your report.

Don't forget to print out and complete the declaration statement and attach it to your report before the final submission.

The total mark allocation for your report is 40 marks.

  • Introduction

Include the title of the report and describe the problem in your introduction.

  • Methodology

Write down the application of appropriate methods to address the given problem. You should also list the collection of relevant data and information under this section.

You should include mathematical calculations and the final results with mathematical reasoning. Based on that, you should also interpret your results systematically.

You should discuss and summarise the outcomes of your assignment report.

prepare maths t coursework

Things To Take Note For Each Viva (Presentation) Session

The complete mark for your viva session is 20 marks.

  • Understanding of the assignment

You need to provide complete and accurate explanations alongside critical discussion using appropriate terminology based on your assignment report.

  • Communication

You should present the relevant explanations and examples clearly and effectively.

Important tip: Be calm and confident during the Q and A session after presenting your points.

We hope you have gained a new understanding towards the overall syllabus and examination format for your STPM Maths T subject through this article.

All the best!

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math t assignment sem 1

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Discussion – 

STPM PBS Assignment

STPM 2017 Mathematics (T) Term 1 Assignment

math t assignment sem 1

For question 1. Please google for the definition.

For question 2. You can assign any functions but make sure your range is “integer”.

Question 1 2 3

For n=1. Some ideas for you. You can try a>0, a=0, a<0, b>0, b=0, b<0, c>0, c=0, c<0. So you will get many combinations. For the total number of combinations, please refer to your school teacher.

For n=2. Same.

For n=3. Same.

math t assignment sem 1

For n=1. Some ideas for you. You can try a>0, a<0, a>c, c>a, b>0, b<0, b in first/2nd/3rd/4th quadrant. So you will get many combinations. For the total number of combinations, please refer to your school teacher.

In short. a is amplitude. b translation (left/right). c is translation (up/down).

math t assignment sem 1

a=1, b=pi/6, c=2

math t assignment sem 1

a=3, b=pi/6, c=2

math t assignment sem 1

a=3, b=-pi/6, c=2

math t assignment sem 1

a=2, b=-pi/6, c=3

math t assignment sem 1

a=2, b=-pi/6, c=-3

math t assignment sem 1

a=-2, b=-pi/6, c=-3

math t assignment sem 1

a=-2, b=-pi/6, c=1

math t assignment sem 1

a=3, b=5pi/3, c=1

h(x)=ae^{n(x-b)}+c

For n=1. Some ideas for you. You can try a>0, a<0, b>0, b<0, b>0, c<0, c>0. So you will get many combinations. For the total number of combinations, please refer to your school teacher.

math t assignment sem 1

a=1, b=0, c=0

math t assignment sem 1

a=2, b=2, c=2

math t assignment sem 1

a=-2, b=2, c=2

math t assignment sem 1

a=-2, b=2, c=-2

math t assignment sem 1

STPM 2021 Term 2 Exam Timetable

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Integration of cos^3 x

Integration of cos^3 x

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STPM 2018 Term 3 Mathematics (T) Coursework Sample Answer

STPM 2018 Term 3 Mathematics (T) Coursework Sample Answer

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STPM 2018 term 3 mathematics (T) Coursework sample Guideline for solving STPM 2018 Term 3 Mathematics (T) PBS coursework assignment methodology   Hint: Binomial Theorem   Chi-Squared tests   tabulate Thanks for helping in doing the survey. You can find...

STPM 2018 Term 2 Mathematics (T) Coursework Sample Solution

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STPM 2018 term 2 mathematics (T) Coursework sample Guideline for solving STPM 2018 Term 2 Mathematics (T) PBS coursework assignment methodology Hint: limits L' Hopital rule Rationalisation Indeterminate Form Existance of limitsThanks the two students who sent me the...

Integration Booklet Page 10 Page 11 Solution

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STPM 2018 Term 1 Mathematics (T) Coursework Sample

STPM 2018 Term 1 Mathematics (T) Coursework Sample

Question A complex number is an extension of a real number and it can be represented in Cartesian and polar forms. In this assignment, you are required to explore the powers and roots of complex numbers. 1 (a) Let z =1+i. Find z^n, where n = 2, 3, 4, …, and represent...

math t assignment sem 1

sir,hope u can upload the solution faster,thank u

KK LEE

After my holiday

Anonymous

Sir, I need the solution before the holiday ends as it is the deadline for my school.

Sample solution will be posted when they are available or after i discuss the solution in class.

waisan

for question 5? thanks

LING CHIN SIENG

How about Question No.6?

junnhaw

how to do question no.6

Solution will be posted only when they are available

Pei Yee

Sir My school teacher she won’t discuss any introduction, methodology and conclusion for our coursework. Could you at least give some guidance on how to write those things?? Thank you

yeohweyfern

Thank you sir, help me a lot. But hope u can upload the solution faster

The solution is complete now

Loo kim hooi

sir , for question 6 just do n=1 only?

No. You should do for n=2 and also n=3.

cl

Can i know how to write for introduction, methodology and conclusion?

yong jia chen

sir, how to explain the graph after sketching in question 4?

Parabola shape with transformations

allusers

What is the function formula for the logaritma no.6… I need to know…u just show it for exponential…

Deepa Darshini

Do we have to write a small conclusion for every graph that is drawn?

It depends on your teacher.

XY

sir,can you give me some guides for the introductions and methodology please?

As mentioned above. Please refer to your teacher.

Siti Aisyah

Can i know the website you are using to plot the graph?

Graph. You can download from padowan.dk

Sir may i know do we need to put a value in question 3? Because x is equal to all real number.

irfan

sir, can help for methodology?

student

how i can do question four using microsoft excel. my teacher told us to plot the graph using microsoft excel.

You can use the graph function in the excel. Youtube might help you.

NavinJ

ive tried excel for my graphs however it was to no avail because u cant get a graph just by keying in the equation with your chosen values of a b and c. U will need to key in the x-values which is painstakingly time consuming. The beauty of online generated graphs, the equation itself gives u a graph given that u have ur a b and c values. Screenshot and crop or use snipping tool to get the graph on microsoft words and arrange according to your liking. I hope your teacher is not insisting that u use excel and excel only…

sir, what do you mean by the scale factor for exponential graphs? when n increases, does the scale factor decrease?

student

sir, can you help us for the introduction, methodology, and conclusion. my teacher wont help us.

Tiffany Cheah

Hi, thanks for sharing. Can you guide me how to do Term 2 assignment 2017?

Selventhraan

Hello sir Thanks for the sem 1 guidence. Will sir provide some guidence for the semester 2 project work

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  14. STPM 2016 Mathematics (T) Term 1 Assignment

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  16. Solved MATHEMATICS (T) COURSEWORK ( STPM 2021 2.4

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  19. Pro A Malaysia: STPM Math T Coursework 2022-2023 (Semester 1, 2 and 3

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  20. Poisson Distribution Model Fitting Analysis

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  23. STPM 2017 Mathematics (T) Term 1 Assignment

    1. Discuss, with examples, the differences between a relation and a function. 2. Give at least five different representations of a simple discrete function. 3. Give at least three different representations of a continuous function. "Please ask your school teacher for introduction, methodology, and conclusion.". 4.

  24. Assignment 1 (Semester 1

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