STPM 2017 Mathematics Term 1 Functions A Booklet Solution
Below are the sample solutions of the my STPM 2017 Term 1 Mathematics (T) and Mathematics (M) Chapter 1 Functions A booklet at page 5. The questions are about natural domains and corresponding range of some functions. You can solve all the questions by sketching a simple curve.
Booklet 1A Question a
MM MT Booklet 1A Question a
Booklet 1A Question b
MM MT Booklet 1A Question b
Booklet 1A Question c
MM MT Booklet 1A Question c
Booklet 1A Question d
MM MT Booklet 1A Question d
Booklet 1A Question e
MM MT Booklet 1A Question e
Booklet 1A Question f
MM MT Booklet 1A Question f
Booklet 1A Question g
MM MT Booklet 1A Question g
Booklet 1A Question h
MM MT Booklet 1A Question h
Here are our most recent updates posts
- Feel free to check it out -
STPM 2021 Term 2 Exam Timetable
View the exam timetable for STPM 2021 Term 2. Countdown to STPM 2021 Examination. Join my tuition to help you achieve better results in the exam. Contact (60) 018-2016992 or kklee@kkleemaths.com for more information.
Integration of cos^3 x
There are many methods to integrate . 1. Use trigonometric identity Given that , -Here are our most recent updates posts- Feel free to...
STPM 2018 Term 3 Mathematics (T) Coursework Sample Answer
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
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
Here are our most recent updates posts- Feel free to check it out -
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...
0 Comments