Vocabulary
Reading
Writing Task 1
Writing Task 2
100

What are other ways to say It helps me to do sth ?

It is a great way for me to do sth.

It allows me to do sth. 

It gives me a chance to do sth. 

I can = I am able to 

100

What are some ways/structures to describe sth increases

(Ex: It increases sharply.)

- There is a sharp increase in sth. 

- Sth experiences a sharp increase in sth. 

- Sth witnesses a sharp increase in its figure.

100

List 3 most common questions in IELTS Writing Task 2. 

1. Agree vs Disagree - Discuss both views 

2. Advantages vs Disadvantages 

3. Causes - Effects - Solutions

200

List some linking phrases used in:

- addition

- compare / contrast 

- results

- In addition / Moreover / Also / Furthermore

- By contrast / In contrast / However / Similarly / Conversely / Meanwhile 

- Therefore / As a result / Consequently

200

Translate into English. 

Than đá chiếm 9% tổng năng lượng tạo ra.

Coal accounted for 35% of total energy produced. 

Coal made up just under 10% of total energy produced/generated. 

Coal contributed to a tiny amount / a negligible amount of total energy produced, 9%. 


200

What do you have to do before writing an essay?

- Brainstorm and Outline 

- Paraphase

300

What are some phrases used to start a talk in IELTS Speaking?

- Well  /  Actually (speaking) / Honestly (speaking)

- As for me / To me / In my opinion

- I would have to say that ...

- That is a challenging question for me. However, if you ask me, I would say ...

- That is a challenging question for me. I guess I need some time to think about it. ...

300

Lozanov  claims that teachers should train students to

A. memorise details of the curriculum.

B. develop their own sets of indirect instructions.

C. think about something other than the curriculum content.

D. avoid overloading the capacity of the brain.

Passage:

Lozanov made indirect instruction central to his teaching system. In suggestopedia, as he called his method, consciousness is shifted away from the curriculum to focus on something peripheral.

C

300

The pie chart shows the average household expenditures in a country in 1950.

( 6 đối tượng )

Paraphrase in many ways and Write an Introduction.










The pie chart compares the amount of money spent on six selected categories in a nation in 1950. 

the rate of spending on 

= the spending on 

= the amount of budget spent on 

= the rate/% of expenditure

= _% of total expenditure was spent on __

300

How to structure your ideas in Body in Advantages vs Disadvantages essays?

On the one hand, X has many benefits. Firstly, ... .[explain] . Secondly,... . [explain]. 

On the other hand, X can be negative in several ways. The first drawback is ... .[explain] . Also, ... . [explain].

400

What is the noun of compatible ?

compatibility

Ex: The compatibility of brothers and sisters depends on their personalities.

400

What public views about artists was shared by the French and the English?

A.    that  only  artists  could  reflect  a  culture's  true  values

B.    that  only  artists  were  qualified  to  judge  photography

C.    that  artists  could  lose  work  as  a  result  of  photography

D.    that artistic success raised a country's international profile.

Passage:

Discussion of the role of photography in art was especially spirited in France, where the internal policies of the time had created a large pool of artists, but it was also taken up by important voices in England. In both countries, public interest in this topic was a reflection of the belief that national stature and achievement in the arts were related.



D

400

[06/01/2018] The graph shows the number of enquiries received by the Tourist Information Office in one city over a six-month period in 2011.

(enquiries = questions = requests

the use of ___ to request for info.  /  to ask for info. via telephone 

Write the Introduction and Overview


The line chart compares the quantities of requests sent to the Tourist Information Office by three selected means in one city over the first six months in 2011. 

Overall, while the use of direct communication and telephone to request for information increased sharply, the figure for letter/email decreased during the period given. Also, the number of enquiries received in person experienced the most dramatic change.  

400

Paraphrase and Write an Introduction

Large shopping malls are replacing small shops. Do you think it is a positive or negative development?

People have different views about whether spacious shopping centers should replace / should be offered as an alternative to small stores. While there are some advantages of this trend, I would argue that its disadvantages are more significant. 

500

Translate into English.

Chính quyền địa phương được đề xuất nên tăng nhận thức người dân về việc bảo vệ môi trường.   

It is highly recommended that local authorities should raise public awareness of environmental protection. 

500

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

The bar chart compares the percentage of UK people who were keen on six selected sports in 1995, 2000 and 2005. 

Overall, the rate of people surveyed who were interested in football, swimming and rugby increased sharply, the figures for other sports decreased during the period given. Also, football was the favorite sport in 3 years.   

500

Paraphrase and Write an Introduction (2 sentences).

Some people believe that increasing prices of fuels for cars and other vehicles is the best way to solve environmental problems. To what extent do you agree or disagree?


People have different views about whether increasing costs of fuels for transport is the most effective method for reducing environmental issues. While I accept that this policy is good in some ways, I believe there are better measures to solve these problems. 

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