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  • Teacher : Ms Betty
  • Last updated : April 17, 2024
  • Review : 0
  • Subject : STPM Mathematics T (2024/2025)

Payment:

Teacher Profile

Ms Betty graduated from the University of Southampton, UK in 2016 with a first-class degree honors in BSc Mathematics with Actuarial Science. Prior to her journey in the UK, she scored straight A’s in her SPM exam and also straight A’s in STPM exam Mathematics T (A), Chemistry (A), Physics (A-). She has experience in teaching PT3 & SPM Mathematics and Additional Mathematics, and STPM Mathematics T for 7 years.

Course Details

From the course details, you can find more detailed information.

Upcoming Lesson

Date : 28 November 2024

Time : 01:30 PM - 02:00 PM

Total Lesson

Showing 119 - 119 of 119  

Date : 01 July 2024

Time : 11:00 AM - 12:00 PM

Chapter 1 Functions

1.1 Functions - Relations and Graph of Functions

  • Type of relations
  • Which relations are functions and why?
  • Linear Function
  • Quadratic Function
  • Reciprocal Function
  • Cubic Function
  • Square Root Function
  • Modulus Function


Date : 01 July 2024

Time : 12:00 PM - 01:00 PM

Chapter 1 Functions

1.1 Functions - Composite Functions

  • Why the composite function does not exist?
  • How to find composite function?
  • Domain and range of a composite function


Date : 01 July 2024

Time : 01:00 PM - 02:00 PM

Chapter 1 Functions

1.1 Functions - Inverse Functions

  • How to find inverse functions?
  • Why inverse functions exists?
  • How to check whether it is inverse function?
  • Sketch the graph of inverse function
  • Domain and range of inverse function


Date : 01 July 2024

Time : 01:30 PM - 02:00 PM

Date : 01 July 2024

Time : 02:00 PM - 03:00 PM

Chapter 1 Functions

1.2 Polynomial Functions

  • Long Division Method
  • Remainder Theorem
  • Factor Theorem


Date : 02 July 2024

Time : 03:00 PM - 05:00 PM

Date : 03 July 2024

Time : 06:05 PM - 07:45 PM

Date : 10 July 2024

Time : 06:05 PM - 07:45 PM

Date : 10 July 2024

Time : 08:00 PM - 08:30 PM

Date : 17 July 2024

Time : 06:05 PM - 07:45 PM

Date : 18 July 2024

Time : 11:00 AM - 12:00 PM

Chapter 1 Functions

1.2 Polynomial Functions

  • Polynomial Inequalities


Date : 18 July 2024

Time : 12:00 PM - 01:00 PM

Chapter 1 Functions

1.3 Exponential and Logarithms

  • Exponential Functions
  • Graph Sketching
  • Indices Formula
  • Logarithms Formula


Date : 18 July 2024

Time : 01:00 PM - 02:00 PM

Chapter 1 Functions

1.3 Exponential and Logarithms

  • Logarithms Functions
  • Graph Sketching


Date : 18 July 2024

Time : 02:00 PM - 03:00 PM

Chapter 1 Functions

1.3 Exponential and Logarithms

  • Inequalities

Date : 24 July 2024

Time : 06:05 PM - 07:45 PM

Date : 30 July 2024

Time : 04:30 PM - 05:00 PM

Date : 30 July 2024

Time : 05:00 PM - 06:00 PM

Date : 30 July 2024

Time : 06:00 PM - 07:00 PM

Date : 06 August 2024

Time : 07:00 PM - 08:00 PM

Date : 06 August 2024

Time : 08:00 PM - 09:00 PM

Date : 06 August 2024

Time : 09:00 PM - 10:00 PM

Date : 07 August 2024

Time : 06:05 PM - 07:45 PM

Date : 14 August 2024

Time : 06:05 PM - 07:45 PM

Date : 21 August 2024

Time : 03:00 PM - 03:30 PM

Chapter 2 Sequences and Series

2.1 Sequences

  • Infinite Sequence and Finite Sequence
  • Explicit Formula and Recursive Formula
  • Convergent Sequence and Divergent Sequence
  • Limit while n tends to infinity


Date : 21 August 2024

Time : 03:30 PM - 04:00 PM

Chapter 2 Sequences and Series

2.2 Series

  • Infinite Series and Finite Series
  • Sigma Notation
  • Prove: Sum of r
  • Prove: Sum of r^2


Date : 21 August 2024

Time : 04:30 PM - 05:00 PM

Chapter 2 Sequences and Series

2.2.2 Arithmetic Progression and Geometric Progression

  • Arithmetic Progression : the nth term, the sum of the first nth term
  • Geometric Progression: the nth term, the sum of the first nth term, the sum of infinity
  • Sum from nth term to mth term


Date : 21 August 2024

Time : 06:05 PM - 07:45 PM

Date : 27 August 2024

Time : 05:00 PM - 05:30 PM

Chapter 2 Sequences and Series

2.2.3 Summation of Finite Series - Method of Differences

Date : 27 August 2024

Time : 05:30 PM - 06:00 PM

Chapter 2 Sequences and Series

2.3 Binomial Expansions

  • The n! notation
  • The nCr notation


Date : 27 August 2024

Time : 06:00 PM - 06:30 PM

Chapter 2 Sequences and Series

2.3.1 The Binomial Theorem

  • (a+b)^n


Date : 28 August 2024

Time : 06:05 PM - 07:45 PM

Date : 03 September 2024

Time : 06:30 PM - 07:00 PM

Chapter 2 Sequences and Series

2.3.2 Expansion of (1+x)^n where n is a positive integers

Date : 03 September 2024

Time : 07:00 PM - 07:30 PM

Chapter 2 Sequences and Series

2.3.3 Expansion of (1+x)^n where n is a rational number

Date : 03 September 2024

Time : 07:30 PM - 08:00 PM

Chapter 2 Sequences and Series

2.3.4 Specific Term of an Expression


Date : 04 September 2024

Time : 06:05 PM - 07:45 PM

Date : 10 September 2024

Time : 01:00 PM - 02:00 PM

Chapter 3 Matrices

3.1 Matrices

  • Type of Matrices
  • Transpose of a Matrix
  • Equality of Matrices
  • Operations on Matrices
  • Properties of Matrix Operation


#29:25 - learn how to use calculator to check answer


Date : 10 September 2024

Time : 02:00 PM - 03:00 PM

Chapter 3 Matrices

3.1 Matrices

  • Inverse Matrices
  • Elementary Row Operations


Date : 11 September 2024

Time : 06:05 PM - 07:45 PM

Date : 17 September 2024

Time : 01:00 PM - 02:00 PM

Chapter 3 Matrices

3.3 Systems of Linear Equations

  • Gaussian Elimination


Date : 17 September 2024

Time : 02:00 PM - 03:00 PM

Chapter 3 Matrices

3.3 Systems of Linear Equations

  • Finding the Unique Solution using the Inverse of a Matrix


Date : 18 September 2024

Time : 06:05 PM - 07:45 PM

Date : 24 September 2024

Time : 01:00 PM - 02:00 PM

Cofactor and Adjoint

Date : 25 September 2024

Time : 06:05 PM - 07:45 PM

Date : 02 October 2024

Time : 06:05 PM - 07:45 PM

Date : 08 October 2024

Time : 04:00 PM - 04:30 PM

Chapter 4 Complex Numbers

4.1 Complex Numbers in Cartesian Form

  • a+bi
  • Elementary Operations on Complex Numbers


Date : 08 October 2024

Time : 04:35 PM - 05:00 PM

Chapter 4 Complex Numbers

4.1 Complex Numbers in Cartesian Form

  • Equality of Complex Numbers
  • Complex roots of a polynomial equation


Date : 08 October 2024

Time : 05:00 PM - 05:30 PM

Chapter 4 Complex Numbers

4.2 Complex Numbers in Polar Form

  • Argand Diagram
  • Modulus
  • Argument


Date : 08 October 2024

Time : 05:30 PM - 06:00 PM

Chapter 4 Complex Numbers

4.2 Complex Numbers in Polar Form

  • Multiplications of Complex Numbers in Polar Form
  • Division of Complex Numbers in Polar Form


Date : 08 October 2024

Time : 06:00 PM - 06:30 PM

Chapter 4 Complex Numbers

4.2 Complex Numbers in Polar Form

  • Powers and Roots of Complex Numbers


Date : 09 October 2024

Time : 06:05 PM - 07:45 PM

Date : 16 October 2024

Time : 06:05 PM - 07:45 PM

Date : 23 October 2024

Time : 06:05 PM - 07:45 PM

Date : 30 October 2024

Time : 06:05 PM - 07:45 PM

Date : 05 November 2024

Time : 01:40 PM - 02:00 PM

Date : 06 November 2024

Time : 06:05 PM - 07:45 PM

Date : 13 November 2024

Time : 06:05 PM - 07:45 PM

Date : 20 November 2024

Time : 06:05 PM - 07:45 PM

Date : 28 November 2024

Time : 01:30 PM - 02:00 PM

Date : 28 November 2024

Time : 02:00 PM - 02:30 PM

Date : 28 November 2024

Time : 02:30 PM - 03:00 PM

Date : 28 November 2024

Time : 03:00 PM - 03:30 PM

Date : 28 November 2024

Time : 03:30 PM - 04:00 PM

Date : 28 November 2024

Time : 04:00 PM - 04:30 PM

Date : 28 November 2024

Time : 04:30 PM - 05:00 PM

Date : 28 November 2024

Time : 05:00 PM - 05:30 PM

Date : 28 November 2024

Time : 05:30 PM - 06:00 PM

Date : 28 November 2024

Time : 06:00 PM - 06:30 PM

Date : 04 December 2024

Time : 06:05 PM - 07:45 PM

Date : 11 December 2024

Time : 06:05 PM - 07:45 PM

Date : 18 December 2024

Time : 06:05 PM - 07:45 PM

Date : 23 December 2024

Time : 02:30 PM - 05:00 PM

Date : 01 January 2025

Time : 05:00 PM - 07:00 PM

Date : 20 January 2025

Time : 10:00 AM - 12:00 PM

Date : 21 January 2025

Time : 10:00 AM - 12:00 PM

Date : 22 January 2025

Time : 06:05 PM - 07:45 PM

Date : 05 February 2025

Time : 06:05 PM - 07:45 PM

Date : 12 February 2025

Time : 06:05 PM - 07:45 PM

Date : 19 February 2025

Time : 06:05 PM - 07:45 PM

Date : 26 February 2025

Time : 06:05 PM - 07:45 PM

Date : 05 March 2025

Time : 06:05 PM - 07:45 PM

Date : 12 March 2025

Time : 06:05 PM - 07:45 PM

Date : 19 March 2025

Time : 06:05 PM - 07:45 PM

Date : 26 March 2025

Time : 06:05 PM - 07:45 PM

Date : 02 April 2025

Time : 06:05 PM - 07:45 PM

Date : 09 April 2025

Time : 06:05 PM - 07:45 PM

Date : 16 April 2025

Time : 06:05 PM - 07:45 PM

Date : 23 April 2025

Time : 06:05 PM - 07:45 PM

Date : 07 May 2025

Time : 06:05 PM - 07:45 PM

Date : 14 May 2025

Time : 06:05 PM - 07:45 PM

Date : 21 May 2025

Time : 06:05 PM - 07:45 PM

Date : 28 May 2025

Time : 06:05 PM - 07:45 PM

Date : 04 June 2025

Time : 06:05 PM - 07:45 PM

Date : 11 June 2025

Time : 06:05 PM - 07:45 PM

Date : 18 June 2025

Time : 06:05 PM - 07:45 PM

Date : 25 June 2025

Time : 06:05 PM - 07:45 PM

Date : 02 July 2025

Time : 06:05 PM - 07:45 PM

Date : 09 July 2025

Time : 06:05 PM - 07:45 PM

Date : 16 July 2025

Time : 06:05 PM - 07:45 PM

Date : 23 July 2025

Time : 06:05 PM - 07:45 PM

Date : 06 August 2025

Time : 06:05 PM - 07:45 PM

Date : 13 August 2025

Time : 06:05 PM - 07:45 PM

Date : 20 August 2025

Time : 06:05 PM - 07:45 PM

Date : 27 August 2025

Time : 06:05 PM - 07:45 PM

Date : 03 September 2025

Time : 06:05 PM - 07:45 PM

Date : 10 September 2025

Time : 06:05 PM - 07:45 PM

Date : 17 September 2025

Time : 06:05 PM - 07:45 PM

Date : 24 September 2025

Time : 06:05 PM - 07:45 PM

Date : 01 October 2025

Time : 06:05 PM - 07:45 PM

Date : 08 October 2025

Time : 06:05 PM - 07:45 PM

Date : 15 October 2025

Time : 06:05 PM - 07:45 PM

Date : 22 October 2025

Time : 06:05 PM - 07:45 PM

Date : 05 November 2025

Time : 06:05 PM - 07:45 PM

Date : 12 November 2025

Time : 06:05 PM - 07:45 PM

Date : 19 November 2025

Time : 06:05 PM - 07:45 PM

Date : 26 November 2025

Time : 06:05 PM - 07:45 PM

Date : 03 December 2025

Time : 06:05 PM - 07:45 PM

Date : 10 December 2025

Time : 06:05 PM - 07:45 PM

Date : 17 December 2025

Time : 06:05 PM - 07:45 PM

Date : 24 December 2025

Time : 06:05 PM - 07:45 PM

Total Material

Showing 16 - 16 of 16  

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  • Teacher : Ms Betty
  • Last updated : April 17, 2024
  • Review : 0
  • Subject : STPM Mathematics T (2024/2025)

Payment:

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