Back to Blog

Read Article

Discussion –

0

Read Article

Discussion –

0

KK LEE Booklet Solution

STPM MT Chapter 8 Booklet A Page 20 Question 6

By KK LEE

December 26, 2014

Chapter 8A Page 20 Question 6

Here are our most recent updates posts

- Feel free to check it out -

Integration question from student I

Random Question

Random question which was asked by a lovely student.

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

KK LEE Booklet Solution

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

STPM 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 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 $\cot y \frac{d^2y}{dx^2}-(\frac{dy}{dx})^2+1=$ $0$ .

STPM MT Chapter 8 Booklet A Page 20 Question 8

KK LEE Booklet Solution

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

Old Syllabus STPM Book For Sale

STPM Reference

I am selling all the old STPM books for RM5 each. Please contact me if you are interested.

Book, Differentiation, MT Term 2, Proving, STPM 2015, STPM MT

Tags: Book Differentiation MT Term 2 Proving STPM 2015 STPM MT

← Previous Post Next Post →

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.

0 Comments

Submit a Comment Cancel reply

This site uses Akismet to reduce spam. Learn how your comment data is processed.

No Results Found

The page you requested could not be found. Try refining your search, or use the navigation above to locate the post.

0182016992

kklee@kkleemaths.com

STPM MT Chapter 8 Booklet A Page 20 Question 6

By KK LEE

Integration question from student I

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

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

STPM MT Chapter 8 Booklet A Page 20 Question 10

STPM MT Chapter 8 Booklet A Page 20 Question 8

Old Syllabus STPM Book For Sale

KK LEE

0 Comments

Submit a Comment Cancel reply

You May Also Like

No Results Found

+6018-2016992

kklee@kkleemaths.com

018-2016992

STPM MT Chapter 8 Booklet A Page 20 Question 6

By KK LEE

KK LEE

0 Comments

Submit a Comment Cancel reply

Subscribe to Newsletter

Success!

You May Also Like

No Results Found