Ten-Year-Series (TYS) Solutions | Past Year Exam Questions

2013 A Level H2 Math

These Ten-Year-Series (TYS) worked solutions with video explanations for 2013 A Level H2 Mathematics are suggested by Mr Gan. For any comments or suggestions please contact us at support@timganmath.edu.sg.

Select Year
Paper 1
Paper 2
2013 A Level H2 Math Paper 1 Question 2

It is given that

$y=\frac{{{x}^{2}}+x+1}{x-1}$, $x\in \mathbb{R}$, $x\ne 1$.

Without using a calculator, find the set of values that $y$ can take.

[5]

Suggested Handwritten and Video Solutions
2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 1 Question 5
Suggested Handwritten and Video Solutions


2013 TYS 2013 2013 TYS 2013


2013 TYS 2013


2013 TYS 2013 2013 TYS 2013


2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 1 Question 6
Suggested Handwritten and Video Solutions


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 1 Question 8
Suggested Handwritten and Video Solutions


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 1 Question 10
Suggested Handwritten and Video Solutions

2013 TYS 20132013 TYS 2013

2013 TYS 2013

2013 TYS 2013

*Not in the latest 9758 H2 Math Syllabus
 
2013 TYS 2013

2013 TYS 20132013 TYS 2013

2013 TYS 2013

2013 TYS 2013

*Not in the latest 9758 H2 Math Syllabus

2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 1 Question 11
Suggested Handwritten and Video Solutions


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 2 Question 1

Functions $\text{f}$ and $\text{g}$ are defined by

$\text{f}:x\mapsto \frac{2+x}{1-x}$, $x\in \mathbb{R}$, $x\ne 1$,
$\text{g}:x\mapsto 1-2x$, $x\in \mathbb{R}$.

(i)

Explain why the composite function $\text{fg}$ does not exist.

[2]

(i) Explain why the composite function $\text{fg}$ does not exist.

[2]

(ii)

Find an expression for $\text{gf}\left( x \right)$ and hence, or otherwise, find ${{\left( \text{gf} \right)}^{-1}}\left( 5 \right)$.

[4]

(ii) Find an expression for $\text{gf}\left( x \right)$ and hence, or otherwise, find ${{\left( \text{gf} \right)}^{-1}}\left( 5 \right)$.

[4]

Suggested Video Solutions
Suggested Handwritten Solutions

2013 TYS 2013

2013 TYS 20132013 TYS 2013

2013 TYS 2013

2013 TYS 20132013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 2 Question 4
Suggested Handwritten and Video Solutions


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013


2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 2 Question 6
Suggested Handwritten and Video Solutions
2013 TYS 2013
2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook
2013 A Level H2 Math Paper 2 Question 11 [Modified]
Suggested Handwritten and Video Solutions
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013
2013 TYS 2013

Share with your friends!

WhatsApp
Telegram
Facebook

H2 Math Free Mini Course

2013 TYS 2013

Sign up for the free mini course and experience learning with us for 30 Days!

Register for FREE H2 Math Mini-course
2013 TYS 2013
Play Video

Join us to gain access to our Question Bank, Student Learning Portal, Recorded Lectures and many more.