Tiếng Anh 7 Unit 7 Language focus: be going to - questions & present continuous

1. Order the words to make questions. Then match questions 1–4 with four answers from a–f. 2. Imagine you and a friend are organising a trip to the final of The You Factor. Write questions for 1–6. Then ask your partner. 3. Match sentences 1–5 with rules a–c. 4. Complete the dialogue with the present continuous form of the verbs in the box. Which sentence is an action in progress and which is an arrangement for the future? 5. USE IT! Work in pairs. Ask and answer questions using phrases from


Bài 1

1.Order the words to make questions. Then match questions 1–4 with four answers from a–f.

(Sắp xếp các từ để tạo thành câu hỏi. Sau đó, ghép các câu hỏi 1–4 với bốn câu trả lời từ a – f.)

1 are / what / we / do / going / to / ?

2 you / are / work / with me / to / going / ?

3 to / give her / we / are / what score / going / ?

4 to the final / go / she / is / to / going / ?

a. Nine. 

b. We’re going to work.

c. Yes, she is.

d. Yes, I’m going.

e. No, we aren’t.

f. Yes, I am.


Lời giải chi tiết:

1 What are we going to do?

(Chúng ta sẽ làm gì?)

b. We’re going to work.

(Chúng ta sẽ làm việc.)

2 Are you going to work with me?

(Bạn có sẽ làm việc với tôi chứ?)

f. Yes, I am.

(Vâng.)

3 What score are we going to give her ?

(Chúng ta sẽ cho cô ấy bao nhiêu điểm?)

a. Nine.

(Chín.)

4 Is she going to go to the final?

(Cô ấy sẽ vào vòng chung kết chứ?)

c. Yes, she is.

(Vâng, cô ấy sẽ.)



Bài 2

2.Imagine you and a friend are organising a trip to the final of The You Factor. Write questions

for 1–6. Then ask your partner.

(Hãy tưởng tượng bạn và một người bạn đang tổ chức một chuyến đi đến vòng chung kết The You Factor.

Viết câu hỏi cho 1–6. Sau đó, hãy hỏi bạn của bạn.)

1 How / we / travel ?

2 Where / we / stay ?

3 we / be / on TV ?

4 How much money / you / take ?

5 your parents / go ?

6 the final / be / on TV ?


Lời giải chi tiết:

1 How are we going to travel ?

(Chúng ta sẽ đi bằng phương tiện gì?)

We are going to travel by plane.

(Chúng ta sẽ đi bằng máy bay.)

2 Where are we going to stay ?

(Chúng ta sẽ ở đâu?)

We are going to stay at a hotel near there.

(Chúng ta sẽ ở khách sạn gần đó.)

3 Are we going to be on TV ?

(Chúng ta sẽ lên TV chứ?)

Yes, we are.

(Có.)

4 How much money are you going to take ?

(Bạn định mang bao nhiêu tiền?)

I’m going to take four million dong.

(Tôi sẽ mang theo bốn triệu đồng.)

5 Are your parents going to go ?

(Bố mẹ bạn có đi không?)

No, they aren’t.

(Không.)

6 Is the final going to be on TV ?

(Vòng chung kết có được chiếu trên TV không?)

Yes, it is.

(Có.)



Bài 3

3.Match sentences 1–5 with rules a–c.

(Nối câu 1–5 với quy tắc a – c.)

1 We’re on the train and we’re travelling to Dublin.

2 You’re coming to the final next week.

3 What are you doing?

4 What are you going to do when you leave school?

5 What are you doing after school?

RULES

a. We use the present continuous when we talk about actions in progress. (See page 23.)

b. We also use the present continuous when we talk about arrangements in the future. We often use a time

expression, e.g. tomorrow, at the weekend, etc.

c. We use be going to when we talk about future plans and intentions.

Phương pháp giải:

1 Chúng tôi đang ở trên tàu và chúng tôi đang đi đến Dublin.

2 Bạn sẽ đến trận chung kết vào tuần sau.

3 Bạn đang làm gì vậy?

4 Bạn sẽ làm gì khi tan học?

5 Bạn đang làm gì sau giờ học?

RULES (quy tắc)

a.We use the present continuous when we talk about actions in progress. (See page 23.)

(Chúng ta sử dụng thì hiện tại tiếp diễn khi chúng ta nói về các hành động đang diễn ra. (Xem trang 23))

b. We also use the present continuous when we talk about arrangements in the future. We often use a time

expression, e.g. tomorrow, at the weekend, etc.

(Chúng ta cũng sử dụng thì hiện tại tiếp diễn khi chúng ta nói về các sắp xếp trong tương lai. Chúng ta

thường sử dụng một biểu thức thời gian, ví dụ: ngày mai, vào cuối tuần, v.v.)

c. We use be going to when we talk about future plans and intentions.

(Chúng ta dùng be going to khi nói về những kế hoạch và dự định trong tương lai.)

Lời giải chi tiết:

1.a

2.b

3.a

4.c

5.b


Bài 4

4.Complete the dialogue with the present continuous form of the verbs in the box. Which

sentence is an action in progress and which is an arrangement for the future?

(Hoàn thành đoạn hội thoại với dạng hiện tại tiếp diễn của các động từ trong hộp. Câu nào là một hành động

đang diễn ra và câu nào là một sự sắp xếp cho tương lai?)

1 Action in progress

ask          do          feel           go          revise             sing           think

Son: You sound happy, Mum. Why are you singing?

Mum: I (1) …………... very happy.

Son: That’s nice. (2) …………...  we ………  anything on Saturday?

Mum: Yes! You (3) …………...  for your exams, remember? Why (4) ……… you…………?

Son: Because Rob’s (5) …………...  to a concert on Saturday and he invited me. Is that OK? Mum? You’re very

quiet.

Mum: Mmm. I (6) …………... .

Son: Oh no – don’t think! Just say yes … please!


Phương pháp giải:

ask  (hỏi)        do (làm)          feel (cảm thấy)             go (đi)           revise (ôn tập)          sing (hát)                  think (suy nghĩ)        

Lời giải chi tiết:

1.’m feeling

2.Are we doing

3.are revising

4.are you asking

5.going

6.’m thinking

Son: You sound happy, Mum. Why are you singing?

(Mẹ nghe có vẻ hạnh phúc ha Mẹ. Sao mẹ lại hát?)

Mum: I’m feeling very happy.

(Mẹ cảm thấy rất vui.)

Son: That’s nice. Are we doing anything on Saturday?

(Điều đó thật tuyệt. Chúng ta có làm gì vào thứ bảy không mẹ?)

Mum: Yes! You are revising for your exams, remember? Why are you asking?

(Có! Con sẽ ôn tập cho kỳ thi của mình, nhớ không? Sao con lại hỏi?)

Son: Because Rob’s going to a concert on Saturday and he invited me. Is that OK? Mum? You’re very quiet.

(Bởi vì Rob sẽ tham gia một buổi hòa nhạc vào thứ Bảy và cậu ấy đã mời con. Được không? Mẹ? Mẹ im lặng

quá vậy.)

Mum: Mmm. I ’m thinking.

(Mmm. Mẹ đang suy nghĩ.)

Son: Oh no – don’t think! Just say yes … please!

(Ồ không - đừng nghĩ ngợi gì cả! Chỉ cần nói có… làm ơn!)

1 Action in progress: (hành động đang diễn ra)

Why are you singing?

I’m feeling very happy.

Why are you asking?

I’m thinking.

2.An arrangement for the future: (sự sắp xếp cho tương lai)

Are we doing anything on Saturday?

You are revising for your exams, remember?

Because Rob’s going to a concert on Saturday and he invited me.



Bài 5

5.USE IT! Work in pairs. Ask and answer questions using phrases from the boxes. Use the present

continuous.

(THỰC HÀNH! Làm việc theo cặp. Hỏi và trả lời câu hỏi bằng cách sử dụng các cụm từ trong hộp. Sử dụng thì

hiện tại tiếp diễn.)

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

Finished?

Finished? Imagine you’re in a band and you’re going on The You Factor in two weeks. Write

sentences about your future arrangements to prepare.

(Bạn đã hoàn thành? Hãy tưởng tượng bạn đang ở trong một ban nhạc và bạn sẽ tham gia The You Factor

sau hai tuần nữa. Viết các câu về sự sắp xếp trong tương lai của bạn để chuẩn bị.)


Lời giải chi tiết:

We’re arriving there 2 days before the contest.

(Chúng tôi sẽ đến đó 2 ngày trước cuộc thi.)

I and my friends are going shopping and buying some new clothes this weekend.

(Tôi và bạn bè của tôi sẽ đi mua sắm và mua một số quần áo mới vào cuối tuần này.)

We’re practising after this lesson.

(Chúng tôi sẽ luyện tập sau bài học này.)

I’m booking flight tickets tomorrow.

(Tôi sẽ đặt vé máy bay vào ngày mai.)

Phong’s booking the hotel next week.

(Phong sẽ đặt khách sạn vào tuần tới.)


Bài giải tiếp theo

Video liên quan