III. Skills - Unit 7
Hướng dẫn giải Speaking (Trang 23 - 24 SGK Tiếng Anh 12 Mới, Tập 1)
<p><strong>Speaking 1 - </strong><strong>Talking about the risks of artificial intelligence&nbsp;</strong> &nbsp;<em>(N&oacute;i về những rủi ro của tr&iacute; th&ocirc;ng minh nh&acirc;n tạo)</em></p> <div> <p class="Picturecaption0" align="left"><strong>1.&nbsp;Work in pairs. Discuss the following questions: Do you know the name of this person? What is he famous for?</strong></p> <p class="Picturecaption0" align="left"><em>(L&agrave;m việc theo cặp. Thảo luận c&aacute;c c&acirc;u hỏi sau đ&acirc;y: Bạn c&oacute; biết t&ecirc;n của người n&agrave;y kh&ocirc;ng? &Ocirc;ng ấy nổi tiếng về điều g&igrave;?)</em></p> <img class="wscnph" style="max-width: 100%;" 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" width="398" height="572" /></div> <p>&nbsp;</p> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <div> <div id="sub-question-5" class="box-question top20"> <p class="BodyText22">He is Professor Stephen Hawking.&nbsp;He is a world-renowned British theoretical physicist, known for his retributions to the fields of cosmology, general relativity and quantum gravity, especially in the context of black holes.</p> <p><em>(&Ocirc;ng l&agrave; gi&aacute;o sư Stephen Hawking. &Ocirc;ng l&agrave; một nh&agrave; học thuyết vật l&yacute; nổi tiếng của Anh, được biết đến với những ph&aacute;t hiện của &ocirc;ng trong lĩnh vực vũ trụ, thuyết tương đối v&agrave; trọng lực lượng tử, đặc biệt l&agrave; c&aacute;c lỗ đen.)</em></p> <div class="ms-editor-squiggler">&nbsp;</div> </div> <div id="sub-question-6" class="box-question top20"> <p><strong>Speaking 2</strong></p> </div> <div id="sub-question-6" class="box-question top20"> <p class="BodyText22"><span class="Bodytext3Exact"><strong>2. Read and complete the following news item with the words in the box.&nbsp;&nbsp;</strong></span><em>(Đọc v&agrave; ho&agrave;n th&agrave;nh mục tin tức sau đ&acirc;y với c&aacute;c từ trong khung.)</em></p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td valign="top" width="719"> <p>evolution &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;consequences&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;efforts&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;destruction&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; form&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; threat&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; technology</p> </td> </tr> </tbody> </table> <p><strong>Stephen Hawking warns A.I. could end mankind</strong></p> <p>Professor Stephen Hawking told the BBC that (1) _________ to create thinking machines pose a (2) _________ to humans and the development of full artificial intelligence could end human existence. His warning came in response to a question about the (3) _________ that he uses to communicate. The device which he uses is a basic (4) _________ of A.I. He thinks the primitive forms of artificial intelligence developed so far have already proved very useful. However, he fears the (5) _________ of creating something that can match or surpass humans could lead to their (6) _________ because humans would not be able to compete with A.I. due to their slow biological (7) _________</p> <div class="ms-editor-squiggler">&nbsp;</div> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <table style="border-collapse: collapse; width: 100%;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td valign="top"> <p>1. efforts</p> </td> <td valign="top"> <p>2. threat</p> </td> <td valign="top"> <p>3. technology</p> </td> </tr> <tr> <td colspan="2" valign="top"> <p>5. consequences</p> </td> <td valign="top"> <p>4. form</p> </td> </tr> <tr> <td valign="top"> <p>6. destruction</p> </td> <td colspan="2" valign="top"> <p>7. evolution</p> </td> </tr> </tbody> </table> <p><strong>Stephen Hawking warns A.I. could end mankind</strong></p> <p>Professor Stephen Hawking told the BBC that&nbsp;<strong>(1)</strong>&nbsp;<strong><u>efforts</u></strong>&nbsp;to create thinking machines pose a&nbsp;<strong>(2)</strong>&nbsp;<strong><u>threat</u></strong>&nbsp;to humans and the development of full artificial intelligence could end human existence. His warning came in response to a question about the&nbsp;<strong>(3)&nbsp;<u>technology</u></strong>&nbsp;that he uses to communicate. The device which he uses is a basic&nbsp;<strong>(4)</strong>&nbsp;<strong><u>form</u></strong>&nbsp;of A.I. He thinks the primitive forms of artificial intelligence developed so far have already proved very useful. However, he fears the&nbsp;<strong>(5)</strong>&nbsp;<strong><u>consequences</u></strong>&nbsp;of creating something that can match or surpass humans could lead to their&nbsp;<strong>(6)&nbsp;<u>destruction</u></strong>&nbsp;because humans would not be able to compete with A.I. due to their slow biological&nbsp;<strong>(7)</strong>&nbsp;<strong><u>evolution</u></strong>.</p> <p class="BodyText22"><strong>Tạm dịch:</strong></p> <p><em>Stephen Hawking cảnh b&aacute;o A.I. c&oacute; thể x&oacute;a sổ nh&acirc;n loại&nbsp;</em></p> <p><em>Gi&aacute;o sư Stephen Hawking n&oacute;i với BBC rằng những nỗ lực tạo ra c&aacute;c m&aacute;y m&oacute;c tư duy tạo ra mối đe dọa cho con người v&agrave; sự ph&aacute;t triển tr&iacute; tuệ nh&acirc;n tạo ho&agrave;n thiện c&oacute; thể kết th&uacute;c sự sinh tồn của con người. Lời cảnh b&aacute;o của &ocirc;ng trả lời một c&acirc;u hỏi về c&ocirc;ng nghệ m&agrave; &ocirc;ng sử dụng để giao tiếp. Thiết bị m&agrave; &ocirc;ng sử dụng l&agrave; một h&igrave;nh thức cơ bản của A.I. &Ocirc;ng cho rằng c&aacute;c h&igrave;nh thức sơ khai của tr&iacute; tuệ nh&acirc;n tạo đ&atilde; được ph&aacute;t triển cho đến nay đ&atilde; chứng tỏ l&agrave; rất hữu &iacute;ch. Tuy nhi&ecirc;n, &ocirc;ng lo ngại hậu quả của việc tạo ra một c&aacute;i g&igrave; đ&oacute; c&oacute; thể kết hợp hoặc vượt qua con người c&oacute; thể dẫn đến sự hủy diệt họ bởi v&igrave; con người sẽ kh&ocirc;ng thể cạnh tranh với A.I. do sự tiến h&oacute;a sinh học chậm của họ.</em></p> <div class="ms-editor-squiggler">&nbsp;</div> </div> <div id="sub-question-7" class="box-question top20"> <p><strong>Speaking 3</strong></p> </div> <div id="sub-question-7" class="box-question top20"> <p><strong>3.&nbsp;Work in pairs. Complete the conversation using the information in 2 and practise it.&nbsp;</strong></p> <p><em>(L&agrave;m việc theo cặp. Ho&agrave;n th&agrave;nh cuộc tr&ograve; chuyện bằng c&aacute;ch sử dụng th&ocirc;ng tin trong 2 v&agrave; thực h&agrave;nh n&oacute;.)</em></p> <p><strong>Nam:</strong>&nbsp;Did you read Professor Stephen Hawking's interview about artificial intelligence?</p> <p><strong>Mai:</strong>&nbsp;No, I didn't. (1) ____________?</p> <p><strong>Nam:</strong>&nbsp;The BBC.</p> <p><strong>Mai:</strong>&nbsp;What did he talk about?</p> <p><strong>Nam:</strong>&nbsp;He talked about (2) ____________.</p> <p><strong>Mai:</strong>&nbsp;Why is it risky to develop artificial intelligence?</p> <p><strong>Nam:</strong>&nbsp;Because (3) ___________.</p> <p><strong>Mai:</strong>&nbsp;I still don't understand that.</p> <p><strong>Nam:</strong>&nbsp;Professor Hawking thought that humans couldn't compete with A.I. because of (4) _____________.</p> <div class="ms-editor-squiggler">&nbsp;</div> <p>&nbsp;</p> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <p><strong>Nam:</strong>&nbsp;Did you read Professor Stephen Hawking&rsquo;s interview about artificial intelligence?</p> <p><em>(Bạn đ&atilde; đọc b&agrave;i phỏng vấn của gi&aacute;o sư Stephen Hawking về tr&iacute; th&ocirc;ng minh nh&acirc;n tạo?)</em></p> <p><strong>Mai:</strong>&nbsp;No, I didn&rsquo;t. (1)&nbsp;<strong><u>Who interviewed him? </u></strong><em>(Kh&ocirc;ng, tớ chưa đọc. Ai đ&atilde; phỏng vấn &ocirc;ng ấy vậy?)</em></p> <p><strong>Nam:</strong>&nbsp;The BBC.</p> <p><strong>Mai:</strong> What did he talk about?&nbsp;<em>(&Ocirc;ng ấy n&oacute;i g&igrave; vậy?)</em></p> <p><strong>Nam:</strong>&nbsp;He talked about (2)&nbsp;<strong><u>the threat of creating thinking machines and the development of full artificial intelligence.</u></strong></p> <p><em>(&Ocirc;ng đ&atilde; n&oacute;i về mối đe dọa tạo ra m&aacute;y m&oacute;c tư duy v&agrave; ph&aacute;t triển tr&iacute; tuệ nh&acirc;n tạo to&agrave;n diện.)</em></p> <p><strong>Mai:</strong> Why is it risky to develop artificial intelligence?&nbsp;<em>(Tại sao lại c&oacute; nguy cơ khi ph&aacute;t triển tr&iacute; th&ocirc;ng minh?)</em></p> <p><strong>Nam:</strong>&nbsp;Because (3)&nbsp;<strong><u>it can lead to the destruction of humanity. </u></strong><em>(Bởi v&igrave; n&oacute; c&oacute; thể dẫn đến sự t&agrave;n ph&aacute; nh&acirc;n loại.)</em></p> <p><strong>Mai:</strong> I still don&rsquo;t understand that.&nbsp;<em>(Tớ vẫn kh&ocirc;ng hiểu điều đ&oacute;.)</em></p> <p><strong>Nam:</strong>&nbsp;Professor Hawking thought that humans couldn&rsquo;t compete with A.I. because of (4)&nbsp;<strong><u>their slow biological evolution. Creating intelligent machines that could match or surpass humans could lead to the destruction of people.</u></strong></p> <p>(<em>Gi&aacute;o sư Hawking nghĩ rằng con người kh&ocirc;ng thể cạnh tranh với A.I. v&igrave; sự tiến h&oacute;a sinh học chậm của họ. Tạo ra những chiếc m&aacute;y th&ocirc;ng minh c&oacute; thể kết hợp hoặc vượt qua con người c&oacute; thể dẫn tới sự t&agrave;n ph&aacute; của con người.)</em></p> <div class="ms-editor-squiggler">&nbsp;</div> </div> <div id="sub-question-8" class="box-question top20"> <p><strong>Speaking 4</strong></p> </div> <p class="Picturecaption20"><strong>4.&nbsp;Work in groups. Prepare a talk about the risks of artificial intelligence to present to the class using the ideas from 2 and 3. Add your own ideas if there are any.</strong></p> <p class="Picturecaption20"><em>(L&agrave;m việc nh&oacute;m. Chuẩn bị một cuộc n&oacute;i chuyện về những rủi ro của tr&iacute; tuệ nh&acirc;n tạo để tr&igrave;nh b&agrave;y cho lớp học sử dụng những &yacute; tưởng từ 2 v&agrave; 3. Th&ecirc;m &yacute; tưởng của ri&ecirc;ng bạn nếu c&oacute; bất kỳ.)</em></p> <div class="ms-editor-squiggler">&nbsp;</div> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <p><strong>Hand:</strong>&nbsp;Hi Min, I have something interesting to tell you.</p> <p><strong>Min:</strong>&nbsp;Hi Hand, what do you want to tell me about?</p> <p><strong>Hand:</strong>&nbsp;It's about A.I. Have you heard about it?</p> <p><strong>Min:</strong>&nbsp;Does A.I. stand for artificial intelligence?</p> <p><strong>Hand:</strong>&nbsp;Yeah! I've just read an article on BBC in which professor Stephen Hawking warns that A.I could end mankind.</p> <p><strong>Min:</strong>&nbsp;Woah, how so?</p> <p><strong>Hand:</strong>&nbsp;Well, the professor worries that the development of full artificial intelligence could end human existence because humans would not able to compete with A.I. due to their slow biological evolution.</p> <p><strong>Min:</strong>&nbsp;Well, I've also heard a lot about A.I. It's received a lot of attention on mass media in recent years. A.I. will make our lives easier and more convenient but it also poses some threats to human beings.</p> <p><strong>Hand:</strong>&nbsp;Yes, in the future, more and more jobs, especially ones in the automatic assembly lines will be done by robots. Some of us will become jobless.</p> <p><strong>Min:</strong>&nbsp;In some science-fiction movies about A.I. I have watched people have designed electric chips that can be installed into our bodies and control our thoughts and activities. Bad guys make use of this to conquer the world.</p> <p><strong>Hand:</strong>&nbsp;I can't imagine what will happen to the world if robots dominate our lives.</p> <p><strong>Min:</strong>&nbsp;I'm wondering about that, too. I hope that the advantages outweigh the disadvantages. I guess we'll have to just wait and see.</p> <p>&nbsp;</p> <p><strong>Tạm dịch:</strong></p> <p><strong><em>Hand:</em></strong><em>&nbsp;Ch&agrave;o Min, m&igrave;nh c&oacute; điều th&uacute; vị muốn kể với bạn.</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;Ch&agrave;o Hand</em><em>, bạn muốn kể cho m&igrave;nh c&aacute;i g&igrave; thế?</em></p> <p><strong><em>Hand</em></strong><strong><em>:</em></strong><em>&nbsp;Về A.I.</em><em>&nbsp;Bạn đ&atilde; nghe về n&oacute; chưa?</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;C&oacute; phải A.I. l&agrave; viết tắt cho từ tiếng Anh mang nghĩa tr&iacute; tuệ nh&acirc;n tạo phải kh&ocirc;ng?</em></p> <p><strong><em>Hand:</em></strong><em>&nbsp;Đ&uacute;ng rồi! M&igrave;nh vừa mới đọc một b&agrave;i b&aacute;o tr&ecirc;n BBC dẫn lời phỏng vấn gi&aacute;o sư Stephen Hawking cảnh b&aacute;o rằng tr&iacute; tuệ nh&acirc;n tạo c&oacute; thể kết th&uacute;c nh&acirc;n loại.</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;Ồ, sao m&agrave; thế được?</em></p> <p><strong><em>Hand</em></strong><strong><em>:</em></strong><em>&nbsp;Ừ, gi&aacute;o sư lo lắng rằng sự ph&aacute;t triển đầy đủ của tr&iacute; tuệ nh&acirc;n tạo sẽ kết th&uacute;c sự tồn tại của con người v&igrave; con người kh&ocirc;ng thể cạnh tranh với tr&iacute; tuệ nh&acirc;n tạo do qu&aacute; tr&igrave;nh tiến h&oacute;a sinh học diễn ra chậm.</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;Ừ, m&igrave;nh cũng nghe nhiều về tr&iacute; tuệ nh&acirc;n tạo.</em><em>&nbsp;Chủ đề n&agrave;y cũng nhận được nhiều sự quan t&acirc;m của phương tiện truyền th&ocirc;ng đại ch&uacute;ng trong những năm gần đ&acirc;y.</em><em>&nbsp;Tr&iacute; tuệ nh&acirc;n tạo sẽ khiến cuộc sống của ch&uacute;ng ta trở n&ecirc;n dễ d&agrave;ng v&agrave; thuận tiện hơn nhưng cũng đặt ra một số th&aacute;ch thức cho lo&agrave;i người.</em></p> <p><strong><em>Hand:</em></strong><em>&nbsp;Đ&uacute;ng rồi, trong tương lai ng&agrave;y c&agrave;ng nhiều c&ocirc;ng việc đặc biệt l&agrave; c&aacute;c c&ocirc;ng việc trong d&acirc;y truyền lắp r&aacute;p tự động sẽ được thực hiện bởi r&ocirc; bốt. Một số người trong ch&uacute;ng ta sẽ bị mất việc.</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;Trong một số bộ phim khoa học viễn tưởng về tr&iacute; tuệ nh&acirc;n tạo m&igrave;nh đ&atilde; xem mọi người</em></p> <p><em>thiết kế những con chip điện tử c&oacute; thể c&agrave;i v&agrave;o trong cơ thể ch&uacute;ng ta v&agrave; kiểm so&aacute;t suy nghĩ</em></p> <p><em>v&agrave; hoạt động của ch&uacute;ng ta.</em><em>&nbsp;Những người xấu tận dụng điều n&agrave;y để thống trị thế giới.</em></p> <p><strong><em>Hand:</em></strong><em>&nbsp;M&igrave;nh kh&ocirc;ng thể tưởng tượng điều g&igrave; sẽ xảy ra với thế giới nếu r&ocirc; bốt thống trị cuộc sống của ch&uacute;ng ta.</em></p> <p><strong><em>Min:</em></strong><em>&nbsp;M&igrave;nh cũng đang băn khoăn về điều đ&oacute;.</em><em>&nbsp;M&igrave;nh hy vọng rằng sẽ c&oacute; nhiều lợi &iacute;ch hơn t&aacute;c hại.</em><em>&nbsp;M&igrave;nh đo&aacute;n l&agrave; ch&uacute;ng ta sẽ phải chờ đợi v&agrave; xem.</em></p> <br /><br /></div>
2. Hướng dẫn giải Skills Reading - trang 22 Unit 7 SGK tiếng Anh 12 mới (P2)
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2. Hướng dẫn giải Skills Reading - trang 22 Unit 7 SGK tiếng Anh 12 mới (P2)
GV: GV colearn