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初一升初二暑假衔接班数学教材

初一升初二暑假衔接班数学教材
初一升初二暑假衔接班数学教材

初一升初二英语连词成句-附答案

连词成句 1. is, a, the, there, in, desk, classroom . 2. they, go, every, summer, do, to, Europe ? 3. Sundays, do, what, you, do, on ? 4. do, how, eat, often, you, vegetables ? 5. a, country, is, China, great . 6. I, ask, can, some, questions, you ? 7. people, do, what, in spring, like to, outdoors, do ? 8. Tom, a report, yesterday, robot, wrote, about . 9. walks, school, Billy, to, usually, day, every

. 10. a, has, paper, Jack, plane, made . 1. There is a desk in the classroom. 2. Do they go to Europe every summer? 3. What do you do on Sundays? 4. How often do you eat vegetables? 5. China is a great country. 6. Can I ask you some questions? 7. What do people like to do outdoors in spring? 8. Tom wrote a report about robot yesterday. 9. Billy usually walks to school every day. 10. Jack has made a paper plane.

初一升初二衔接班讲义

初一衔接班语文(一) 文言诗文知识点梳理五:虚词假意文言文翻译 在文言文中,一词多义的现象比较多:同一个词,在这个句子中是一个义项,在另一个句子里又是一个义项。一般说来,一词多义的各个义项之间均有一定的联系。一词 多义是由本义引申、比喻而形成的,因此应该由本义入手,来理解和掌握它的引申义、比喻义。词的本义有两种理解:A.就词的来源说,即该词的最初意义。如“去” 的最初意义是“离开”,“兵”的最初意义是“兵器”。B.就词的应用来说,把常用的那个意义算作词的本义,也叫基本意义。如“兵”的常用意义是“士兵”等。引申义是从基本义发展而来的,同基本义有相似的、相对的或相关联的意义。如“刑”,本义是“刑法”,基本义还包含对犯人的处罚,后来这个意义发展出“惩罚”的意义(皆刑其长吏《陈涉世家》)。比喻义是词的比喻用法固定下来的意义,有的比 喻义是从词的本义、基本义产生的。如“窝”的本义、基本义都是“鸟兽昆虫居住的 地方”,从这个意义产生出的比喻义,即“坏人居住的地方”。积累:从①跟从 一狼得骨止,一狼仍从(《狼》)②顺从,听从小惠未徧,民弗从也(《曹刿论战》)③顺着,随着从流飘荡,任意东西(《与朱元思书》)④依从乃 诈称公子扶苏、项燕,从民欲也(《陈涉世家》)⑤介词,由便舍船,从口入(《桃花源记》)⑥介词,向从乡之先达执经叩问(《送东阳马生序》)故 ①旧的,原来的(知识)温故而知新(《论语?为政》)②原因,缘故孔 子东游,见两小儿辩斗,问其故(《两小儿辩日》)③特意桓侯故使人问之(《扁鹊见蔡桓公》)④所以故天将降大任于是人也(《生于忧患,死于安乐》)具①详细,详尽此人一一为具言所闻(《桃花源记》)② 具有罔不因势象形,各具情态(《核舟记》)③工具仲永生五年,未尝识书具(《伤仲永》)④备,置办故人具鸡黍,邀我至田家(《过故人庄》)⑤同“俱”,全,都政通人和,百废具兴(《岳阳楼记》) 书①字条,文字卒买鱼烹食,得鱼腹中书(《陈涉世家》)②书信烽 火连三月,家书抵万金(《春望》)③文书,公文军书十二卷,卷卷有爷名(《木兰诗》)④著作,书籍孤常读书,自以为大有所益(《孙权劝学》)⑤书写乃丹书帛曰“陈胜王”(《陈涉世家》) 2 已①停止是亦不可以已乎(《鱼我所欲也》)②完结存者且偷生,死者长已矣(《石壕吏》) ③罢了且壮士不死即已,死即举大名耳(《陈涉世家》)④同“以”自董卓 已来,豪杰并起(《隆中对》)⑤已经孙权据有江东,已历三世(《隆中对》)比①靠近其两膝相比者,各隐卷底衣褶中(《核舟记》)②比较,较量 今虽死乎此,比吾乡邻之死则已后矣(《捕蛇者说》)③及,等到比至陈,车 六七百乘(《陈涉世家》)文言诗文知识点梳理六:词类活用词类活用是古汉语

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初一升初二暑假数学练习

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初一升初二数学衔接班课程

初一升初二衔接课程 数学

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【例2】计算: (1))()(3 17-31211-3-61-1÷??? ??++? ??? ??; (2)3 2211-811-321--31-1)()()(??? ????? ?÷??? ??。 【例3】9867000000000= (科学记数法) 强化训练 一、选择题 1.下列运算中正确的是 ( ) A .03-3-= B .0=+-a a c .1)9 8 1(89=-?- D .1553= 2.下列说法中正确的是 ( ) A. 0是最小的整数; B .任何数的绝对值是正数 C .a -是负数 D .绝对值等于它本身的数是正数和0 3.在有理数一(一4),一2 3,一 2 1,3)5(一, 0,一3 3)(+中,负数有 ( ) A.1个 B .2个 C .3个 D .4个 4.计算 3)2()32(31273-+?? ? ???--÷的值是 ( ) A .316 - B .767- C .718 D .3 2 9 5.如果a 与b 互为相反数,且x 与y 互为倒数,那么xy b a 2)(2 -+的值为 ( )

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