Tiếng Anh 7 Unit 5 Puzzles and Games

1. Order the letters to find times, numbers and measurements. 2. SENTENCE RACES. Work in two groups. Follow the instructions. 3. Join the puzzle pieces to find the jobs and skills. 4. TALK ABOUT … Work in groups of four. You need a dice. Take turns rolling the die and answering the question with the same number. If you get the same number twice, roll again. 5. TEAM QUIZ. Work in two groups. Follow the instructions.


Bài 1

1.Order the letters to find times, numbers and measurements.

(Sắp xếp các chữ cái để tìm thời gian, số và số đo.)

nyrtuce

Lời giải chi tiết:

1.quarter (1 phần tư)

2.decade (thập kỷ)

3.kilo (kí)

4.thousand (ngàn)

5.billion (tỷ)

6.metres (mét)

7.second (giây)



Bài 2

2.SENTENCE RACES. Work in two groups. Follow the instructions.

(CUỘC ĐUA TẠO CÂU. Làm việc theo hai nhóm. Làm theo chỉ dẫn.)

-For each sentence, the teacher chooses comparative or superlative and picks an adjective from the box.

-In your team, make a sentence with the comparative or superlative adjective that your teacher chooses.

-Send someone from your team to write your sentence on the board.

-The first team to write their sentence on the board wins a point. The winning team is the first to score four

points.

comparative superlative


big dangerous tiny exciting good 
scary far intelligent horrible slow

Phương pháp giải:

-Đối với mỗi câu, giáo viên chọn so sánh hơn hoặc so sánh nhất và chọn một tính từ trong hộp.

-Trong nhóm của bạn, hãy đặt một câu với tính từ so sánh hơn hoặc so sánh nhất mà giáo viên của bạn chọn.

-Gửi một người nào đó trong nhóm của bạn viết câu của bạn lên bảng.

- Đội nào viết câu đầu tiên lên bảng sẽ thắng được điểm. Đội chiến thắng là đội đầu tiên ghi được bốn điểm.

Comparative (so sánh hơn )superlative (so sánh nhất)


big (to)          dangerous (nguy hiểm)tiny(nhỏ)(lý thú)

(tốt)(đáng sợ) (xa)  

(thông minh)(tệ) (chậm) 

Lời giải chi tiết:

*Comparative: (so sánh hơn )

1.My bag is bigger than yours.

(Túi của tôi to hơn của bạn.)

2.A lion is more dangerous than a dog.

(Một con sư tử nguy hiểm hơn một con chó.)

3.Anna’s baby is tinier than Lucy’s.

(Em bé của Anna nhỏ hơn Em bé của Lucy.)

4.This book is more exciting than that one.

(Cuốn sách này thú vị hơn cuốn sách đó.)

5.Water is better than soft drink.

(Nước tốt hơn nước ngọt.)

6.This movie is scarier than that one.

(Phim này đáng sợ hơn phim đó.)

7.My house is farther from school than hers.

(Nhà tôi xa trường hơn nhà cô ấy.)

8.Tony is more intelligent than his brother.

(Tony thông minh hơn anh trai mình.)

9.The weather yesterday was more horrible than today.

(Thời tiết ngày hôm qua kinh khủng hơn hôm nay.)

10.The turtles are slower than the rabbits.

 (Rùa chậm hơn thỏ.)

*Superlative (so sánh nhất)

1.Russia is the biggest country in the world.

(Nga là quốc gia lớn nhất trên thế giới.)

2. Sahara is the most dangerous desert in the world.

(Sahara là sa mạc nguy hiểm nhất thế giới.)

3.Vatican City is the tiniest country in the world.

(Thành phố Vatican là quốc gia nhỏ nhất trên thế giới.)

4.This is the most exciting film I have ever seen.

(Đây là bộ phim thú vị nhất mà tôi từng xem.)

5.Nam is the best student in my class.

(Nam là học sinh giỏi nhất lớp của tôi.)

6.Annabelle is the most scariest movie I have ever seen.

(Annabelle là bộ phim đáng sợ nhất mà tôi từng xem.)

7. Pluto is the farthest planet from the Sun.

(Sao Diêm Vương là hành tinh xa Mặt Trời nhất.)

8. Chimpanzees are the most intelligent animals in the world.

(Tinh tinh là loài động vật thông minh nhất trên thế giới.)

9.That was the most horrible moment in my life.

(Đó là khoảnh khắc kinh khủng nhất trong cuộc đời tôi.)

10. Sloths are the slowest animals in the world.

(Con lười là động vật chậm nhất trên thế giới.)



Bài 3

3.Join the puzzle pieces to find the jobs and skills.

(Ghép các mảnh ghép để tìm các công việc và kỹ năng.)

programmer: lập trình viên


Lời giải chi tiết:

1.Champion (nhà vô địch)

2.Professor (giáo sư)

3.Composer (nhà soạn nhạc)

4.Mathematician (nhà toán học)

5.Scientist (nhà khoa học)

6.Genius (thiên tài)

7.Musician (nhạc sỹ)

8.Inventor (nhà phát minh)



Bài 4

4.TALK ABOUT … Work in groups of four. You need a dice. Take turns rolling the die and

answering the question with the same number. If you get the same number twice, roll again.

(NÓI VỀ ... Làm việc theo nhóm bốn người. Bạn cần một con xúc xắc. Lần lượt thả con súc sắc và trả lời câu

hỏi cùng số. Nếu bạn nhận được cùng một số hai lần, hãy thả lại.)


Phương pháp giải:

1. What can you do now that you couldn’t do three years ago?

(Bạn có thể làm gì bây giờ mà bạn không thể làm cách đây ba năm?)

2. Who in your family can play a musical instrument?

(Ai trong gia đình bạn có thể chơi một loại nhạc cụ?)

3. Could you ride a bike or swim when you were five years old? What (else) could you do when you were

five?

(Bạn có thể đi xe đạp hoặc bơi lội khi bạn năm tuổi không? Bạn có thể làm gì (khác) khi bạn năm tuổi?)

4. Name something people couldn’t do a hundred years ago.

(Kể tên những điều mà hàng trăm năm trước mọi người không thể làm được.)

5.Can you count backwards from 30 to 1 in 30 seconds? (Try it!)

(Bạn có thể đếm ngược từ 30 đến 1 trong 30 giây không? (Thử nó!)

6.Can you stand on one leg for sixty seconds? (Try it!)

(Bạn có thể đứng trên một chân trong 60 giây không? (Thử nó!))


Lời giải chi tiết:

1.I can cook well now but I couldn’t three years ago.

(Bây giờ tôi có thể nấu ăn ngon nhưng cách đây ba năm thì không.)

2.My older brother can play the guitar.

(Anh trai của tôi có thể chơi guitar.)

3.I could ride a bike and read when I was five.

(Tôi có thể đi xe đạp và đọc sách khi tôi 5 tuổi.)

4. A hundred years ago, people couldn’t do video call and send or receive emails.

(Một trăm năm trước, mọi người không thể thực hiện cuộc gọi điện video và gửi hay nhận email.)

5.Yes, I can.(Vâng tôi có thể.)

6. Yes, I can.(Vâng tôi có thể.)



Bài 5

5.TEAM QUIZ. Work in two groups. Follow the instructions.

(Làm việc theo hai nhóm. Làm theo chỉ dẫn.)

-Write five quiz questions for the other team, starting with How. Use the ideas in the box. Make sure you can

answer your own questions!

-Take turns asking and answering the questions. Score a point for each correct answer.

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

Bài giải tiếp theo
Tiếng Anh 7 Friends Plus Unit 5 Từ vựng
Luyện tập từ vựng Unit 5 Tiếng Anh 7 Friends Plus

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