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KK LEE Booklet Solution

STPM 2016 MT Functions Booklet A Page 5 Problem

By KK LEE

June 18, 2015

KK LEE STPM Mathematics Booklet Chapter 1 Function Answer

STPM 2016 Mathematics Term 1 Functions A Booklet Solution

Below are the sample solutions of the my STPM 2016 Term 1 Mathematics 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.

MT Booklet 1A Question a
MT Booklet 1A Question b
MT Booklet 1A Question c
MT Booklet 1A Question d
MT Booklet 1A Question e
MT Booklet 1A Question f
MT Booklet 1A Question g
MT Booklet 1A Question h

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STPM 2015 MT Chapter 8 Booklet A Page 20 Problem 11 Question 14

KK LEE Booklet Solution

Given that $y=\sec^{-1}(e^x)$ , prove that $\frac{dy}{dx}=\frac{1}{\sqrt{e^{2x}-1}}$ .

2015 MT Chapter 8 Booklet A Page 20 Problem 11 Question 11

KK LEE Booklet Solution

Given that $y=(\sin^{-1}x)^2$ , show that $(1-x^2)\frac{d^2y}{dx^2}-x\frac{dy}{dx}-2=$ 0.

STPM 2013 Mathematics (T) and (M) Final Grade

STPM Reference

This is the collection of the final grade of the new STPM Mathematics (T) year 2013. The final grade of Mathematics (T) is based on the grade of Paper 1, Paper 2, Paper 3, and Paper 4(PBS). All the exam marks are hidden and it is hard for STPM students to determine...

2015 MT Chapter 8 Booklet A Page 20 Question 6

KK LEE Booklet Solution

Given that $y=\ln(1+x)-x+\frac{1}{2}x^2$ show that $\frac{dy}{dx}>=0$ for all values of $x>-1$ .

2015 MT Chapter 8 Booklet A Page 20 Question 10

KK LEE Booklet Solution

If $\sin y = 2 \sin x$ , show that (a) $(\frac{dy}{dx})^2=1+3\sec^2 y$ , (b) by differentiating (a) with respect to $x$ , show that $\frac{d^2y}{dx^2}=3\sec^2 y \tan y$ , and hence that $\cot y \frac{d^2y}{dx^2}-(\frac{dy}{dx})^2+1=$ $0$ .

2015 MT Chapter 8 Booklet A Page 20 Question 8

KK LEE Booklet Solution

Given $y=\ln(\sin px + \cos px)$ . Prove that $\frac{d^2y}{dx^2}+(\frac{dy}{dx})^2+p^2=0$ .

Tags: Book Functions MT Term 1 Proving STPM 2016 STPM MT

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KK LEE

KK LEE has been a STPM Mathematics tuition teacher since June 2006, but his love of Maths dates back to at least 1999 when he was Form 4. KK LEE started teaching in 2006 at Pusat Tuisyen Kasturi. He was known as "LK" when he was teaching in PTK. After teaching STPM Mathematics for 8 years in PTK, he joined Ai Tuition Centre in 2014. Over the years he has taught Mathematics (T), Mathematics (S), Mathematics (M), Additional Mathematics.

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STPM 2016 MT Functions Booklet A Page 5 Problem

By KK LEE

STPM 2016 Mathematics Term 1 Functions A Booklet Solution

STPM 2015 MT Chapter 8 Booklet A Page 20 Problem 11 Question 14

2015 MT Chapter 8 Booklet A Page 20 Problem 11 Question 11

STPM 2013 Mathematics (T) and (M) Final Grade

2015 MT Chapter 8 Booklet A Page 20 Question 6

2015 MT Chapter 8 Booklet A Page 20 Question 10

2015 MT Chapter 8 Booklet A Page 20 Question 8

KK LEE

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