III. Skills - Unit 4
Hướng dẫn giải Writing (Trang 53 SGK Tiếng Anh 12 Mới, Tập 1)
<p><strong>Writing 1 - </strong><strong>Describing a pie chart showing the use of online resources&nbsp;</strong><em>(M&ocirc; tả biểu đồ h&igrave;nh tr&ograve;n thể hiện việc sử dụng nguồn t&agrave;i nguy&ecirc;n trực tuyến)</em></p> <div> <div id="sub-question-13" class="box-question top20"> <p class="Bodytext40"><strong>1.&nbsp;Work in pairs. Discuss the difference between a graph and a chart; and how to describe a pie chart.</strong>&nbsp;</p> <p class="Bodytext40"><em>(L&agrave;m việc theo cặp. Thảo luận về sự kh&aacute;c biệt giữa một đồ thị v&agrave; biểu đồ; v&agrave; l&agrave;m thế n&agrave;o để m&ocirc; tả biểu đồ h&igrave;nh tr&ograve;n.)</em></p> </div> </div> <p>&nbsp;</p> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <div> <div id="sub-question-13" class="box-question top20"> <p class="Bodytext40">+ Charts and graphs represent a series of data but they are different from each other.&nbsp;<u>Graphs are mainly used to represent variation in values over a period of time. Charts are used to give information about the frequency of different quantities in a single pictorial representation.</u></p> <p class="Bodytext40"><em>(Biểu đồ v&agrave; đồ thị đại diện cho một loạt dữ liệu nhưng ch&uacute;ng kh&aacute;c với nhau. Đồ thị được sử dụng chủ yếu để biểu diễn biến thể gi&aacute; trị trong một khoảng thời gian. C&aacute;c biểu đồ được sử dụng để cung cấp th&ocirc;ng tin về tần suất c&aacute;c số lượng kh&aacute;c nhau trong một h&igrave;nh ảnh duy nhất.)</em></p> <p>+ To describe a pie chart&nbsp;<u>we should specify the information (content) and proportion of each segment, which can be measured in percentages (%) or fractions (e.g. one-third, a quarter).</u></p> <p><em>(Để m&ocirc; tả biểu đồ h&igrave;nh tr&ograve;n, ch&uacute;ng ta cần chỉ định th&ocirc;ng tin (nội dung) v&agrave; tỷ lệ của mỗi ph&acirc;n kh&uacute;c, c&oacute; thể được đo bằng phần trăm (%) hoặc ph&acirc;n số (v&iacute; dụ: một phần ba, một phần tư).)</em></p> <p>&nbsp;</p> </div> <div id="sub-question-14" class="box-question top20"> <p>&nbsp;</p> <p><strong>Writing 2</strong></p> </div> <p class="Bodytext40"><strong>2.&nbsp;</strong><span class="Bodytext4ArialUnicodeMS"><strong>The pie chart below illustrates the forms of&nbsp;communication used by students in Intel&nbsp;Secondary School. Complete the description&nbsp;with the words in the box.</strong></span></p> <p class="Bodytext40" align="left"><em>(Biểu đồ h&igrave;nh tr&ograve;n dưới đ&acirc;y minh họa c&aacute;c h&igrave;nh thức truyền th&ocirc;ng được sử dụng bởi c&aacute;c sinh vi&ecirc;n trong trường Trung học Intel. Ho&agrave;n th&agrave;nh c&aacute;c m&ocirc; tả với c&aacute;c từ trong hộp.)</em></p> <img class="wscnph" style="max-width: 100%; display: block; margin-left: auto; margin-right: auto;" 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" width="579" height="320" /></div> <div> <div id="sub-question-14" class="box-question top20"> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td valign="top" width="719"> <p><strong>tied in&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; majority&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; recorded&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; preferences&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; dominant&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; the least</strong></p> </td> </tr> </tbody> </table> <p class="Bodytext40" align="left">The pie chart shows the preferred forms of communication recorded in a survey carried out in Intel Secondary School in August 2014. Following is a brief description of the students' (1) _________. Social networking is (2) _________as the most preferred form of communication with a (3) _________ of 27%. Mobile phone ranks the second at 23%. Emailing is closely (4) _________ with instant messaging at 17% each. The least is face-to-face socialising, which is given 1% less than emailing and instant messaging.</p> <p>To conclude, the (5) _________ mode of communication for the students at Intel Secondary School is social networking. Of all the other forms &ndash; mobile phone talking, emailing, face-to-face socialising and instant messaging &ndash; students use face-to-face socialising (6) _________.</p> </div> </div> <p>&nbsp;</p> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <div> <div id="sub-question-14" class="box-question top20"> <table style="border-collapse: collapse; width: 100%;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td valign="top"> <p>1. preferences</p> </td> <td valign="top"> <p>2. recorded</p> </td> <td valign="top"> <p>3. majority</p> </td> </tr> <tr> <td valign="top"> <p>4. tied in</p> </td> <td valign="top"> <p>5. dominant</p> </td> <td valign="top"> <p>6. the least</p> </td> </tr> </tbody> </table> <p>The pie chart shows the preferred forms of communication recorded in a survey carried out in Intel Secondary School in August 2014. Following is a brief description of the students&rsquo;&nbsp;<strong><u>preferences</u></strong>. Social networking is&nbsp;<strong><u>recorded</u></strong>&nbsp;as the most preferred form of communication with a&nbsp;<strong><u>majority</u></strong>&nbsp;of 27%. Mobile phone ranks the second at 23%. Emailing is closely&nbsp;<strong><u>tied in</u></strong>&nbsp;with instant messaging at 17% each. The least is face-to-face socialising, which is given 1% less than emailing and instant messaging.</p> <p>To conclude, the&nbsp;<strong><u>dominant</u></strong>&nbsp;mode of communication for the students at Intel Secondary School is social networking. Of all the other forms &ndash; mobile phone talking, emailing, face-to-face socialising and instant messaging &ndash; students use face-to-face socialising&nbsp;<strong><u>the least</u></strong>.</p> <p><strong>Tạm dịch:</strong></p> <p><em>Biểu đồ tr&ograve;n cho thấy c&aacute;c h&igrave;nh thức giao tiếp được ưa th&iacute;ch được ghi lại trong một cuộc khảo s&aacute;t được thực hiện tại Trường Trung học Intel v&agrave;o th&aacute;ng 8 năm 2014. Dưới đ&acirc;y l&agrave; một m&ocirc; tả ngắn gọn về sở th&iacute;ch của học sinh. Mạng x&atilde; hội l&agrave; được ghi nhận l&agrave; h&igrave;nh thức giao tiếp được ưa th&iacute;ch nhất với phần lớn l&agrave; 27%. Điện thoại di động đứng thứ hai ở mức 23%. Gửi email được r&agrave;ng buộc chặt chẽ với chặt chẽ với tin nhắn tức thời với mức 17% mỗi. &Iacute;t nhất l&agrave; đối mặt với x&atilde; hội trực tiếp, n&oacute; &iacute;t hơn 1% so với gửi email v&agrave; nhắn tin tức th&igrave;.&nbsp;</em></p> <p><em>Để kết luận, phương thức truyền th&ocirc;ng chiếm ưu thế với học sinh của Trường Trung học Intel l&agrave; mạng x&atilde; hội. Trong tất cả c&aacute;c h&igrave;nh thức kh&aacute;c - n&oacute;i chuyện điện thoại di động, gửi email, gặp mặt trực tiếp v&agrave; tin nhắn tức th&igrave; - học sinh sử dụng giao tiếp x&atilde; hội trực tiếp l&agrave; &iacute;t nhất.</em></p> </div> <div id="sub-question-15" class="box-question top20"> <p>&nbsp;</p> <p>&nbsp;</p> <p><strong>Writing 3</strong></p> <p class="Bodytext40" align="left"><strong>3.&nbsp;Study the pie chart and write a paragraph of 130-160 words to describe it.</strong></p> <p class="BodyText43"><em>(Nghi&ecirc;n cứu c&aacute;c biểu đồ h&igrave;nh tr&ograve;n v&agrave; viết một đoạn 130-160 từ để m&ocirc; tả n&oacute;.)</em></p> <p><img class="wscnph" style="max-width: 100%; display: block; margin-left: auto; margin-right: auto;" src="https://static.colearn.vn:8413/v1.0/upload/library/18112022/a-sua-unit-4-writind-3-keWVUa.png" width="665" height="386" /></p> <p>&nbsp;</p> <p><em><span style="text-decoration: underline;"><strong>Hướng dẫn giải</strong></span></em></p> <p class="BodyText43">The pie chart shows students' preferred online resources recorded in a survey carried out at Intel Secondary School Library in 2014. Following is a brief description of the students'preferences.</p> <p class="BodyText43"><span class="Bodytext4ArialUnicodeMS">We can see that a majority of students played interactive games, which rank the first at 30%. Fiction e-books line in the second at 20% and are at 10% less than interactive games. Online magazines rank the third at 18% while non-fiction e-books account for 15%. Online dictionaries are the fifth library resource at 11%. Only a minority of students, or 6%, used science&nbsp;</span></p> <p class="BodyText43">journals, which is the least popular of all resources, and used fivefold less than the most preferred resource, interactive games.</p> <p class="BodyText43">To conclude, the dominant form of online resources used by the students at Intel Secondary School Library is interactive games. Of all the other resources - fiction e-books, online magazines, non-fiction e-books, online dictionaries and science journals - students used science journals the least.</p> <p class="BodyText43"><strong>Tạm dịch:</strong></p> <p><em>Biểu đồ tr&ograve;n cho biết c&aacute;c t&agrave;i nguy&ecirc;n trực tuyến được ưa th&iacute;ch của học sinh được ghi lại trong một cuộc khảo s&aacute;t được thực hiện tại Thư viện Trường Trung học Intel v&agrave;o năm 2014. Dưới đ&acirc;y l&agrave; một m&ocirc; tả ngắn gọn về c&aacute;c sự thay đổi của học sinh.&nbsp;</em><br /><em>Ch&uacute;ng ta c&oacute; thể thấy rằng đa số học sinh chơi tr&ograve; chơi tương t&aacute;c, xếp hạng đầu ti&ecirc;n l&agrave; 30%. S&aacute;ch điện tử viễn tưởng l&agrave; thứ hai ở mức 20%, v&agrave; thấp hơn 10% so với c&aacute;c tr&ograve; chơi tương t&aacute;c. Tạp ch&iacute; trực tuyến xếp hạng thứ ba l&agrave; 18% trong khi s&aacute;ch điện tử phi viễn tưởng chiếm 15%. Từ điển trực tuyến l&agrave; t&agrave;i nguy&ecirc;n thư viện thứ năm ở mức 11%. Chỉ c&oacute; một số &iacute;t sinh vi&ecirc;n, hay 6%, sử dụng khoa học c&aacute;c tạp ch&iacute;, &iacute;t phổ biến nhất trong tất cả c&aacute;c nguồn lực, v&agrave; được sử dụng &iacute;t hơn 5 lần so với c&aacute;c t&agrave;i nguy&ecirc;n ưa th&iacute;ch nhất - c&aacute;c tr&ograve; chơi tương t&aacute;c.</em></p> <p><em>Để kết luận, h&igrave;nh thức xếp hạng đầu của t&agrave;i nguy&ecirc;n trực tuyến được sử dụng bởi c&aacute;c học sinh tại Thư viện Trường Trung học Intel l&agrave; tr&ograve; chơi tương t&aacute;c. Trong tất cả c&aacute;c t&agrave;i nguy&ecirc;n kh&aacute;c - s&aacute;ch điện tử viễn tưởng, tạp ch&iacute; trực tuyến, s&aacute;ch điện tử phi viễn tưởng, từ điển trực tuyến v&agrave; tạp ch&iacute; khoa học - học sinh sử dụng tạp ch&iacute; khoa học &iacute;t nhất.</em></p> <p><br /><br /></p> </div> </div>
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