继续 She said,"I read the bokk while I was waiting for a bus."

hrjin2022-10-04 11:39:542条回答

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hildamale 共回答了21个问题 | 采纳率85.7%
She said that she read the book while she was waiting for a bus
刚才那个“He said they were still students.”少打了个That,抱歉,He said that...
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愤世难济 共回答了21个问题 | 采纳率
她说:我等车的时候看书。
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8a²-b²=(2a-b)(4a²+2ab+b²)
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当你掌握了因式分解的普遍方法并做了适量的习题后自然而然就会判断~
下面给出一些常用的因式分解的方法:
⑴提公因式法
①公因式:各项都含有的公共的因式叫做这个多项式各项的~.
②提公因式法:一般地,如果多项式的各项有公因式,可以把这个公因式提到括号外面,将多项式写成因式乘积的形式,这种分解因式的方法叫做提公因式法.
am+bm+cm=m(a+b+c)
③具体方法:当各项系数都是整数时,公因式的系数应取各项系数的最大公约数;字母取各项的相同的字母,而且各字母的指数取次数最低的.如果多项式的第一项是负的,一般要提出“-”号,使括号内的第一项的系数是正的.
⑵运用公式法
①平方差公式:.a^2-b^2=(a+b)(a-b)
②完全平方公式:a^2±2ab+b^2=(a±b)^2
※能运用完全平方公式分解因式的多项式必须是三项式,其中有两项能写成两个数(或式)的平方和的形式,另一项是这两个数(或式)的积的2倍.
③立方和公式:a^3+b^3= (a+b)(a^2-ab+b^2).
立方差公式:a^3-b^3= (a-b)(a^2+ab+b^2).
④完全立方公式:a^3±3a^2b+3ab^2±b^3=(a±b)^3
⑤a^n-b^n=(a-b)[a^(n-1)+a^(n-2)b+……+b^(n-2)a+b^(n-1)]
a^m+b^m=(a+b)[a^(m-1)-a^(m-2)b+……-b^(m-2)a+b^(m-1)](m为奇数)
⑶分组分解法
分组分解法:把一个多项式分组后,再进行分解因式的方法.
分组分解法必须有明确目的,即分组后,可以直接提公因式或运用公式.
⑷拆项、补项法
拆项、补项法:把多项式的某一项拆开或填补上互为相反数的两项(或几项),使原式适合于提公因式法、运用公式法或分组分解法进行分解;要注意,必须在与原多项式相等的原则进行变形.
⑸十字相乘法
①x^2+(p q)x+pq型的式子的因式分解
这类二次三项式的特点是:二次项的系数是1;常数项是两个数的积;一次项系数是常数项的两个因数的和.因此,可以直接将某些二次项的系数是1的二次三项式因式分x^2+(p q)x+pq=(x+p)(x+q)
②kx^2+mx+n型的式子的因式分解
如果能够分解成k=ac,n=bd,且有ad+bc=m 时,那么
kx^2+mx+n=(ax b)(cx d)
a -----/b ac=k bd=n
c /-----d ad+bc=m
※ 多项式因式分解的一般步骤:
①如果多项式的各项有公因式,那么先提公因式;
②如果各项没有公因式,那么可尝试运用公式、十字相乘法来分解;
③如果用上述方法不能分解,那么可以尝试用分组、拆项、补项法来分解;
④分解因式,必须进行到每一个多项式因式都不能再分解为止.
(6)应用因式定理:如果f(a)=0,则f(x)必含有因式(x-a).如f(x)=x^2+5x+6,f(-2)=0,则可确定(x+2)是x^2+5x+6的一个因式.
经典例题:
1.分解因式(1+y)^2-2x^2(1+y^2)+x^4(1-y)^2
原式=(1+y)^2+2(1+y)x^2(1+y)+x^4(1-y)^2-2(1+y)x^2(1-y)-2x^2(1+y^2)
=[(1+y)+x^2(1-y)]^2-2(1+y)x^2(1-y)-2x^2(1+y^2)
=[(1+y)+x^2(1-y)]^2-(2x)^2
=[(1+y)+x^2(1-y)+2x]·[(1+y)+x^2(1-y)-2x]
=(x^2-x^2y+2x+y+1)(x^2-x^2y-2x+y+1)
=[(x+1)^2-y(x^2-1)][(x-1)^2-y(x^2-1)]
=(x+1)(x+1-xy+y)(x-1)(x-1-xy-y)
2.证明:对于任何数x,y,下式的值都不会为33
x^5+3x^4y-5x^3y^2+4xy^4+12y^5
原式=(x^5+3x^4y)-(5x^3y^2+15x^2y^3)+(4xy^4+12y^5)
=x^4(x+3y)-5x^2y^2(x+3y)+4y^4(x+3y)
=(x+3y)(x^4-5x^2y^2+4y^4)
=(x+3y)(x^2-4y^2)(x^2-y^2)
=(x+3y)(x+y)(x-y)(x+2y)(x-2y)
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因式分解的十二种方法
把一个多项式化成几个整式的积的形式,这种变形叫做把这个多项式因式分解.因式分解的方法多种多样,现总结如下:
1、 提公因法
如果一个多项式的各项都含有公因式,那么就可以把这个公因式提出来,从而将多项式化成两个因式乘积的形式.
例1、 分解因式x^3 -2x^2 -x(2003淮安市中考题)
x^3 -2x^2 -x=x(x^2 -2x-1)
2、 应用公式法
由于分解因式与整式乘法有着互逆的关系,如果把乘法公式反过来,那么就可以用来把某些多项式分解因式.
例2、分解因式a^2 +4ab+4b^2 (2003南通市中考题)
a^2 +4ab+4b^2 =(a+2b)
3、 分组分解法
要把多项式am+an+bm+bn分解因式,可以先把它前两项分成一组,并提出公因式a,把它后两项分成一组,并提出公因式b,从而得到a(m+n)+b(m+n),又可以提出公因式m+n,从而得到(a+b)(m+n)
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qianqian_w 共回答了14个问题 | 采纳率100%
夏天,本是一个炎热而又充满激情的季节,可这个夏天对我们来说,却是一个告别的季节。在这个季节,我们不得不与过去的六年告别,不得不与教了我们六年的老师告别,不得不与六年来一起嬉笑、打闹的同学告别……
记得大家刚分到一个班时,都素不相识、沉默不语,直到老师的自我介绍才打破了这么沉默。同学们开始羞涩的交流起来,当交流到一个共同话题时,双方都会心一笑,慢慢开始做朋友……久而久之,便成了形影不离的好朋友、好闺蜜。
或许大家的相识很枯燥、无趣,但这枯燥和无趣却并没有影响到大家的友情。
六年的小学生活换来了六年的友情,这六年的友情一路磕磕绊绊,并不是没有一丝一毫的坎坷。大家会吵嘴、会产生矛盾:有时因为某人不小心撞到了某人,两人会吵嘴;有时因为某人的一句话说得有点过分,伤了某人的心,两人会冷战;但有时也会因为不经意说出的一句话让两人和好如初……
时间,过得好快,似乎一眨眼就溜走了,六年来,好像和朋友总会做一些很傻的事,但现在回忆起来,却是多么的耐人寻味啊。
虽然我们分别了,但这分别却不会影响朋友之间那份真挚的友情。因为我们的友情是“钢铁铸成”的,我们的友谊是坚不可摧的!
同学们,请相信:我们的友情还会继续!
鸡蛋加热变成固体继续加热是否变成液体
鸡蛋加热变成固体继续加热是否变成液体
熟鸡蛋继续加热是不是可以变成液体
平时只加热鸡蛋,加的时间长了就变焦了,怎么变液体啊
hjian731年前3
1298jl 共回答了20个问题 | 采纳率85%
其实鸡蛋里面不止一种东西.
假设里面是一堆液体和一堆固体啦.你加热的时候,先是液体变成气体了,比如里面的水(不是油烟),这些看不见的东西就变成气体飞走了.
剩下的就是固体,就是变焦的东西.假设你能继续加热,到几千度的时候,这些焦也能变液体的.
温度达到______,继续______热量,晶体才能熔化.温度达到______,继续______热量,液体才能凝固.%D
温度达到______,继续______热量,晶体才能熔化.温度达到______,继续______热量,液体才能凝固.%D%A
qq461年前1
anne_9999 共回答了15个问题 | 采纳率100%
熔点%A吸收%A凝固点%A放出
继续继续...
陈子文11年前0
共回答了个问题 | 采纳率
英语翻译继续RT = =
bonnybird1年前3
gray30 共回答了17个问题 | 采纳率82.4%
Suddenly I felt my heart aches,like being hit by a bullet.
继续行走 作文
momo糖糖1年前1
candyman555 共回答了19个问题 | 采纳率84.2%
卧在公车站牌上,五月的南方,会经常下雨,天气也是说变就变,人群中少了那群穿着干净校服,脸上挂着甜甜微笑,背着卡通书包,蹦蹦跳跳在路上奔跑的小学生们,今天是六一。猛然发现自己真的长大了,心中还留恋着以前。只有一个人撑着伞,游走与街头,这是已习惯的初中生活了。心一直飘,飘,飘到了以前。那时我们真的很单纯,好像一张白纸,没有任何的痕迹,或许在上面只是彩色的涂画而已吧。除了哭,就是笑。每天手牵着手,背着那小小的书包,大笑地跑啊,欢快地骑着自行车,快速在街上飞奔,脸上永远挂着一百八十度的微笑,不知道疲倦,直到麻木。就算只有一个人,也可以左手牵右手,自言自语。望着夜空中的星星,只有美好,没有孤单,他们会一直亮下去,陪我走到永远。回到过去,也只不过是想对以前说声再见吧,直到离开的那一天,我没有向任何的人说声:“拜拜。”只是无力的挥挥手,向他们点了点头,然后转过身,很伤心,却没有眼泪,一直低着头,咬咬嘴唇,跳上朋友单车的后架,只留下了一个背影。坐在公车上,靠在窗户,下班放学的人们依然在路上奔跑着,过着日子,中午的太阳热得烤人,记忆在脑袋里疯狂地长着,深刻的存活了下来,其他的,如烟雾一般,越来越淡,只到可以看清这个世界,它们就完全消失了,说完了再见,我们也该在轨道上继续行走了。
数列18,22,28,32,70怎么继续
coolbd1年前1
宛花灵儿 共回答了17个问题 | 采纳率88.2%
18 22 28 32 70 ( 10 )
18+22=40
28+32=60
70+10=80
继续高中英语选择.In job hunting,personal appearance is very importan
继续高中英语选择.
In job hunting,personal appearance is very importang.(),you are selling a project ,yourself,to an employer
A above all B at all
Cafter all Din all
To their surprise,they were observed ()the bank by many people
Aenterde
Bentering
英语差的要命 希望高手街道是详细一点
jdclinda1年前4
hgjtx 共回答了17个问题 | 采纳率94.1%
第一个选C,整个的意思是,在找工作过程中,你的外在表现很重要,毕竟,你是在将自己当作个工程来卖给雇主.
第二个应选B,observe doing sth ,应该是固定用法
英语阅读继续As a new student at New York University,I was astonish
英语阅读继续
As a new student at New York University,I was astonished at the $300 textbook bill.My roommate,a streetwise New Yorker,took note."You want to save a lot of money,don't you?" he said,"l tell you what to do.Find a couple of upper class men who took the classes last year and then make a deal.'
I spent the next two days going around the campus and hanging out with the upper class students.To my surprise,I was able to get all my books for only $125 .As I'm from Illinois,I thought I had been not only active but pretty slick(机灵的).
When I thanked my roommate,I saw that his shelf was still empty." Hey,classes start tomorrow."'I said," Aren't you going to buy any books?"
“What for?"he replied."I'll just use yours."
campus 校园 hang out 常去某处
streetwise 对一般人的行为、生存方式等十分了解的
1."My roommate,a streetwise New Yorker,took note." In this sentence,"took note "means ()
A noticed
B made a note
C wrote a letter
D counted money
(2)
The Mother Goose stories,so well known to children all over the world,are commonly said to have been written by a little old woman for her grandchildren.According to some people,she lived in Boston,and her real name was Elizabeth Vergoose.Her son-in-law,a printer named Thomas Fleet,was supposed to have published the famous stories and poems for small children in 1719.However,no copy of this book has ever been found,and most scholars doubt the truth of this story--and doubt,moreover,that Mother Goose was ever a real person.They point out that the name is a direct translation of the French "Mere 1'Oye."In 1697 the Frenchman Charles Perrault published the first book in which this name was used.The collection contains(包含) eight tales,including"sleeping Beauty","Cinderella,"and "Puss in Boots."But Perrault did not originate(创作) these stories; they were already quite popular in his day,and he only collected them.
scholar 学者 tale 故事
1.What is supposed to have happened in 1719?
A Elizabeth Vergoose wrote the first Mother Goose stories.
B Thomas Fleet published the Mother Goose stories.
C The Mother Goose stories were translated into French.
D Charles Perrault published the first Mother Goose stories
aprilzxj1年前2
不ff啊 共回答了15个问题 | 采纳率86.7%
1."
A noticed
2
B Thomas Fleet published the Mother Goose stories.