Tiếng Anh 7 Unit 5 CLIL: Science - Average speed


1. Read the text and answer questions 1–4. 2. Check the meaning of the words in the box. Then read the equations and answer questions 1–2. 3. USE IT! Read the sentences and find each average speed in km/h.

Lựa chọn câu để xem lời giải nhanh hơn

Bài 1

1.Read the text and answer questions 1–4.

(Đọc văn bản và trả lời các câu hỏi 1–4.)

In the 200m freestyle, swimmers must swim four lengths of the pool.The pool is 50m long. The table

below shows the time that it took four swimmers to complete each length.

Length

number

Total number

of seconds

Name

         

Fields 

40 

4

3

4

161

Gomez 

40 

3

36 

3

152

Jones 

39 

4

40 

3

159

O’Hara 

38 

3

39 

3

151

1 Who had the fastest length?

2 Who had the slowest length?

3 Who finished first?

4 Who finished last?


Phương pháp giải:

Tạm dịch:

Ở nội dung 200m tự do, các vận động viên bơi lội phải bơi hết bốn chiều dài của bể bơi. Hồ bơi dài 50m.

Bảng dưới đây cho thấy thời gian mà bốn vận động viên bơi lội để hoàn thành mỗi chiều dài.

Số chiều dài hồ bơi

Tổng số giây

Tên 

         

Fields 

40 

41 

39 

41 

161

Gomez 

40 

37 

36 

39 

152

Jones 

39 

42 

40 

38 

159

O’Hara 

38 

37 

39 

37 

151

1 Ai có chiều dài nhanh nhất?

2 Ai có chiều dài chậm nhất?

3 Ai về đích trước?

4 Ai hoàn thành cuối cùng?


Lời giải chi tiết:

1 O’Hara had the fastest length. 

(O’Hara có chiều dài nhanh nhất.)

2 Fields had the slowest length. 

(Fields có chiều dài chậm nhất.)

3 O’Hara finished first.

(O’Hara về đích trước.)

4 Fields finished last.

(Fields hoàn thành cuối cùng.)


Bài 2

2.Check the meaning of the words in the box. Then read the equations and answer questions 1–2.

(Kiểm tra nghĩa của các từ trong hộp. Sau đó đọc các phương trình và trả lời các câu hỏi 1–2.)

distance time average speed 
calculate equation

The winner of the race is the person who hasthe fastest average speed.

To calculate average speed, you need the following equation:

distance           = average speed

time

distance: the race was 200m.

time: Fields completed the 200m in 161seconds.

So, average speed:

200                  = 1.24 metres a second (m/s)
161

To calculate average speed in kilometres anhour (km/h), use this equation:average speed in m/s × 3.6 =

average speedin km/h.

1 Look again at the table in exercise 1. Calculate the average speed of Gomez, Jones and O’Hara in m/s.

2 Now calculate the average speed of all the swimmers in km/h.


Phương pháp giải:

Tạm dịch:

distance (cự ly)time (thời gian)

average speed (tốc độ trung bình)

calculate (tính)equation (phương trình)

Người chiến thắng trong cuộc đua là người có tốc độ trung bình nhanh nhất.

Để tính tốc độ trung bình, bạn cần công thức sau:

 cự ly        = tốc độ trung bình

Thời gian

cự ly: cuộc đua là 200m.

Thời gian: Fields hoàn thành 200m trong 161 giây.

Vậy, tốc độ trung bình:

200                  = 1.24 mét trên giây (m/s)

161

Để tính tốc độ trung bình tính bằng km một giờ (km / h), hãy sử dụng phương trình này: tốc độ trung bình

tính bằng m / s × 3,6 = tốc độ trung bình tính bằng km / h.

1 Nhìn lại bảng ở bài tập 1. Tính tốc độ trung bình của Gomez, Jones và O’Hara theo m / s.

2 Bây giờ hãy tính tốc độ trung bình của tất cả những vận động viên bơi lội theo km / h.


Lời giải chi tiết:

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

Bài 3

3.USE IT! Read the sentences and find each average speed in km/h.

(THỰC HÀNH! Đọc các câu và tìm tốc độ trung bình theo km / h.)

1.In 2014 Dennis Kimetto completed the Berlin Marathon in 2 hours, 2 minutes and 57 seconds (2.05

hours). The marathon was 42.19 kilometres.

2.In 2014 Dame Sarah Storey completed the 3 kilometre para-cycling track race in 3 hours, 32 minutes and

5 seconds (3.54 hours).

3.In 2015, Lewis Hamilton drove one lap (5.3 kilometres) in the Australian Grand Prix in 1 minute, 30

seconds.

4.In 2014 Sarah Sjöström swam the 50m butterfly in 24.43 seconds.


Phương pháp giải:

1. Năm 2014, Dennis Kimetto đã hoàn thành cuộc thi Berlin Marathon trong 2 giờ 2 phút và 57 giây (2,05

giờ). Cuộc đua marathon là 42,19 km.

2. Năm 2014, Dame Sarah Storey đã hoàn thành cuộc đua xe đạp đường dài 3 km trong 3 giờ 32 phút và 5

giây (3,54 giờ).

3. Năm 2015, Lewis Hamilton đã lái một vòng (5,3 km) ở Australian Grand Prix trong 1 phút 30 giây.

4. Vào năm 2014, Sarah Sjöström đã bơi 50m bướm trong 24,43 giây.

distance/time   = average speed


Lời giải chi tiết:

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  • 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.

  • Tiếng Anh 7 Unit 5 Writing: A biographical web page

    THINK! What famous people from the past do you admire? 1. Read the biography. How old was Agatha Christie when she published her first novel? Why are her books popular? 2. Match the blue first line of each paragraph (1–3) with the subject of the paragraph (a–c). 3. Read the Study Strategy. Then read the list of questions. Read the biography again and add more questions to the list. 4. Think of a famous or successful person from the past. Make a list of questions about them. Use the questions

  • Tiếng Anh 7 Unit 5 Speaking: Making and responding to suggestions

    THINK! What can you do best: sing, dance, or play an instrument? How can you get better? 1. Choose the correct words in the dialogue. Then watch or listen and check. What does Kim want to learn? 2. Cover the dialogue and complete the Key Phrases. Watch or listen again and check. 3. Work in pairs. Practise the dialogue. 4. Work in pairs. Look at ideas 1–5. Take turns giving and responding to advice for each situation. 5. USE IT! Work in pairs. Read the situation. Practise a new dialogue using

  • Tiếng Anh 7 Unit 5 Language focus: Ability: can and could, Questions with How...?

    1. Change the words in bold from affirmative to negative, or negative to affirmative, to make sentences. 2. Look at the sentences in exercise 1 again and choose the correct words in the Rules. 3. Complete the text with affirmative and negative forms of can and could. 4. Match 1–6 with a–f to make questions. Can you remember the answers? Ask and answer the questions with your partner. 5. USE IT! Make questions with How … ? and the words in the table. Then ask and answer the questions with you

  • Tiếng Anh 7 Unit 5 Vocabulary and Listeing: Jobs and skills

    THINK! At what ages can most people talk, walk, count, spell their name, read, write? When could you first speak English? 1. Choose the correct bold words in the texts. Listen and check. 2. PRONUNCIATION /ə/ in jobs (PHÁT M / ə / trong công việc) Listen to the jobs. Then listen again and repeat. 3. Listen to more jobs and skills. Find the words you hear in the text in exercise 1. Listen again and repeat the words. 4. Listen to part of the programme and write True or False. 5. USE IT! Work

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