Review Unit 8, 10, 11 : This is my pen, What do you do at break time?, This is my family

Submitted by api on Mon, 04/11/2022 - 01:30

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Name: </span></span></span></i></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">....................................................</span></span></span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<img alt="Description: C:\Users\admin\Desktop\Hellokids.jpg" 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" style="width:160px; height:151px" /></span></span></span></span></p>

<p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt center 225.65pt left 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:16.0pt"><span style="line-height:115%">Review Unit 8, 10, 11: This is my pen, </span></span></i></b><b><i><span lang="VI" style="font-size:16.0pt"><span style="line-height:115%">What do you do at break time?, </span></span></i></b><b><i><span lang="VI" style="font-size:18.0pt"><span style="line-height:115%">This is my family</span></span></i></b></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">I.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"> Look and write.</span></span></span></span></span></span></span></p>

<p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">1. basketball&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;2. a book&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;3. </span></span></span></i></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;<b><i>grandfather</i></b></span></span></span></span></span></span></span></p>

<p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; 4. </span></span></span></i></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">a </span></span></span></i></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">notebook</span></span></span></i></b><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <i>&nbsp;&nbsp;&nbsp;5. skipping&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;6. </i></span></span></span></b><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">a pencil &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></span></span></i></b></span></span></span></span></p>

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<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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style="width:148px; height:148px" /></span></span></b></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

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" style="width:113px; height:113px" /></span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

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<p>&nbsp;</p>
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<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">.................................</span></span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">.................................</span></span></span></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
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<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">..................................</span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

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" 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<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

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" style="width:176px; height:106px" /></span></span></b></span></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:198px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">...................................</span></span></span></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
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<td style="border-bottom:1px solid black; width:196px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">...................................</span></span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:192px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">...................................</span></span></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p style="margin-bottom:13px">&nbsp;</p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">II. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Choose the best answer.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">1.</span></span></span></b> <span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">This ....... my pencil case.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. is&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; B. are&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C. am</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">2.</span></span></span></b> <span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">I ........... blind man&rsquo;s bluff.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. like&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B. am&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C. play</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">3. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">What do you do at break time? &ndash; I play ...............</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. chair&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B. cheese&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C. chess</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">4. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">What colour are your .........? &ndash; They are red.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. pen &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B. book&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C. notebooks</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">5. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Anna likes&nbsp; .............</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. skipping &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B. skip &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;C. skiping</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">6. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Do you like table tennis? &ndash; No, I ........</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. do&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;B. don&rsquo;t&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;C. does</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">7. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">How old is your sister? &ndash; She&rsquo;s ........... years old.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. tenth&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; B. tent&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;C. ten</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">8. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Who are they? &ndash; They are my ................</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">A. mother&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; B. father&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; C. parents</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">III. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Circle the odd one out.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">1.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; pen&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; girl&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;boy&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">2.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; notebook&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; mother&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; ruler&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">3.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; chess&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; big&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; small&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">4.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; pencil cases&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; rubber&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; school bags&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">5.&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">pink &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;purple&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; paper</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">6.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">&nbsp;&nbsp;&nbsp;&nbsp; brother&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; father&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; badminton</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">IV. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif">Read and match.</span></span></span></span></span></span></span></p>

<table class="MsoTableGrid" style="margin-left:17px; border-collapse:collapse; border:none">
<tbody>
<tr>
<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">1.</span></span></b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> Is that your pencil case?</span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">a. This is a sister.</span></span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:76px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">1. ......</span></span></b></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">2.</span></span></b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> What do you do at break time?</span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">b. Yes, it is.</span></span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:76px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">2. ......</span></span></b></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">3.</span></span></b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> How old is your brother?</span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">c. No, they aren&rsquo;t.</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:76px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">3. ......</span></span></b></span></span></span></span></p>
</td>
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<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">4.</span></span></b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> Who is this?</span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">d. He is thirteen years old.</span></span></span></span></span></span></p>
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<td style="border-bottom:1px solid black; width:76px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">4. ......</span></span></b></span></span></span></span></p>
</td>
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<tr>
<td style="border-bottom:1px solid black; width:293px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">5.</span></span></b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> Are these your pencil sharpeners?</span></span></span></span></span></span></p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:217px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">e. I play badminton.</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:76px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">5. ......</span></span></b></span></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p style="margin-bottom:13px">&nbsp;</p>

<p style="margin-bottom:13px">&nbsp;</p>

<p style="margin-bottom:13px">&nbsp;</p>

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