相关文档

• Unit24.ppt

  单击此处编辑母版标题样式单击此处编辑母版文本样式第二级第三级第四级第五级Unit 24Jury (I)Jury systemPeople Assessors system in Romano-Germanic law familyJury system in Anglo-American law familyAnglo-American JuryPetit juryGrand juryJury S

• unit24.ppt

  6. ____________ n. 早午餐 7. ____________ n.签名8. ____________ adj. 仁慈的幸运的 9. ____________ n. 商人10. __________ n. 纳税人swing elect 二词汇拓展merciful (1)on merciful mercifully第一空是搭配中的需要第二空在系动词be后面作

• 八年级英语试卷unit2-unit4.doc

  2014-2015学年度第五次阶段性测试八年级英语试卷( 时间：100分钟 满分：100分 )第I卷 选择题部分(共65分)I听力(共15小题每小题1分满分15分)A) 听下面5段对话每段对话后有1个小题从题中所给的ABC三个选项中选出最佳选项听完每段对话后你都有10秒钟的时间来回答有关小题和阅读下一小题每段对话读两遍1. What day is the mans birthday A

• unit14.ppt

  Click to edit Master title styleClick to edit Master text stylesSecond levelThird levelFourth levelFifth levelSixth levelSeventh levelEighth levelNinth levelClick to edit Master title styleClick to ed

• Unit14.ppt

  单击此处编辑母版标题样式单击此处编辑母版文本样式第二级第三级第四级第五级单击此处编辑母版标题样式单击此处编辑母版文本样式第二级第三级第四级第五级Unit 14Key points:复习描述人物特点的形容词描述人的能力 can的用法形容词的比较级现在进行时表示将来的安排Activity 4 描述人物特点的形容词 easy-going脾气随和的bright 聪明的quick 快的nice 和善的f

• Unit27.ppt

  Unit 27AREAS OF CIRCLES SECTORS SEGMENTS AND ELLIPSES1AREAS OF CIRCLESThe area of a circle is equal to the product of ? and the square of the radius (A = ?r2)The areas of two circles have the same

• unit24_.ppt

  cant be:肯定不是must be：肯定是cant bemust cant beadjnHe must be must be an must beadjnHis hair cant be cant be a 24No laughing allowedLets guessThe present continuous tense现在进行时futurepastnowbe verb ingI

• unit23.ppt

  ReviewWords3)人称及其他 直接引语变间接引语要素2)语序1)引导词4)时态1.直接引语是陈述句由that 引导2.直接引语是一般疑问句由if whether引导3.直接引语是特殊疑问句由who what whose how when why where等引导4.直接引语是祈使句时由:主语 asktell sb (not) to do sth. 其他构成一般过去时will--would

• unit20.ppt

  Past Now Hair Height Build HobbyHave I changedReport:SurveyWe change all the time. Ive changed a example I used to ____ but now I ____.2 Change the following into English1．你以前常去那儿吗 Did you use

• Unit29.ppt

  Unit 29PYRAMIDS AND CONES: VOLUMES SURFACE AREAS AND WEIGHTS1DEFINITIONSA pyramid is a polyhedron whose base can be any polygon and whose other faces are triangles that meet at amon point cal