*XI. Complete the passages with the words from the box.
![Rounded Rectangle: means limestone as width found largest much](file:///C:/Users/NGOCLI~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.png)
Son Doong cave is world’s (1) ____________ cave, located in QuangBinh province,Vietnam. It was (2) ____________ by a local man named Ho Khanh in 1991 and wasrecently discovered in 2009 by British cavers, led by Howard Limbert. The name “SonDoong" cave (3) ____________ “mountain river cave”. The cave was created 2-5 millionyears ago by river water eroding away the (4) ____________ underneath the mountain.
At about 9 kilometers in length, 200 meters in (5) ____________ and 150 meters inheight, Son Doong Cave is (6) ____________ larger than Deer Cave in Malaysia and hasreplaced Deer Cave to take pole position (7) ____________ the world’s largest cave.
*X. Read the text carefully, then choose the correct answers.
Where are you going for your next holiday? How about Australia?
Australia has got 37,000km of coastline and the best beaches in the world! The GreatBarrier Reef is off the north-east coast of Australia. It’s the largest coral reef in the sea! You can take a boat to it and dive there. It’s a fantastic undersea world.
Inland Australia is called ‘the outback’. There are lot of wild camels, and there are some you can ride, too! There are fantastic national parks, where you can camp under the stars. In the Uluru National Park, there’s a very big sandstone rock, called Ayers Rock. It looks amazing in the evening sun.
Do you like adventure? Then you can take a canoe trip along the Murray River. It’s Australia’s longest river. Another good trip for adventurous people is to the Blue Mountains. These are west Sydney in New South Wales. The mountains look blue and they contain lots of unusual animals and plants.
Australia has got its own rainforest. It’s along the coast of North Queensland. It’s only 900,000 hectares today, but it once covered all of Australia. You can see lots of interesting animals in the rainforest, but be careful of the crocodiles!
Do you like wildlife? Australia has got a unique type of animal - marsupials. These include kangaroos, koalas and platypuses. You can see them in the Yanchep National Park, near Perth in Western Australia. Remember the koalas aren’t teddy bears. They can be dangerous!
-coral reef (n): rạn san hô - marsupial (n): thú có túi
-platypus (n): thú mó vịt
1. ___________ is off the coast of Australia.
a. Ayers Rock b. The Yanchep National Park
c. The rainforest d. The Great Barrier Reef
2. Ayer Rock is___________.
a. in the Yanchep National Park b. a huge sandstone rock
c. a coral reef in the sea d. also called Uluru National Park
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)
4. Australia is famous for___________.
a. its largest rainforest b. the longest river in the world
c.its unique animals d. beautiful national parks
5. Which sentence is not true?
a.Australia was once mostly covered in rainforest
b.The Blue Mountains are situated not far from Sydney.
c.You can see platypuses in the wild in Australia.
d.Australian crocodiles live in the outback.
Son Doong cave is world's (1) largest cave,located in Quang Binh province,Vietnam.It was (2)found by a local man named Ho Khanh in 1991 and was recently discovered in 2009 by British cavers,led by Howard Limbert.The name''Son Doong''cave (3)means ''mountain river cave''.The cave was created 2-5 million years ago by river water eroding away the (4)limestone underneath the mountain.
At about 9 kilometers in length,200 meters in (5)width and 150 meters in height,Son Doong Cave is(6)much larger than Deer Cave in Malaysia and has replaced Deer Cave to take pole position(7) as the world's largest cave.