早教吧作业答案频道 -->英语-->
用适当形式完成句子Thesmallcountrydidnotbecomeuntil3yearsago(depend)Inmostcountries,headsmeans"yes"(nod)Theyarehavingaheatedinthenextroom.(discuss)Theboywasoutofwhenhismothercameout
题目详情
用适当形式完成句子
The small country did not become _____ until 3 years ago (depend)
In most countries,_______heads means "yes" (nod)
They are having a heated _________in the next room.(discuss)
The boy was out of______ when his mother came out of the room (see)
He listened to the teacher ______.( attend)
The word has several ________(mean)
Tom had a car accident,but luckily ,he wasn't ______hurt(serious)
The small country did not become _____ until 3 years ago (depend)
In most countries,_______heads means "yes" (nod)
They are having a heated _________in the next room.(discuss)
The boy was out of______ when his mother came out of the room (see)
He listened to the teacher ______.( attend)
The word has several ________(mean)
Tom had a car accident,but luckily ,he wasn't ______hurt(serious)
▼优质解答
答案和解析
Independent
nodding
dicussion
sight
attendingly专心的
meaning
seriously
nodding
dicussion
sight
attendingly专心的
meaning
seriously
看了 用适当形式完成句子Thesm...的网友还看了以下:
已知集合m=x|x(x-a-1)<0(a∈r),n=x|x^2-2x-3≤0,若m∪n=n求实数a 2020-04-06 …
对于r≠1,证明a+ar+ar^2+...+ar^(n-1)=a{(r^n)-1}/(r-1) 2020-05-22 …
某企业连续n年,每年年初向银行借贷A万元,借款年利率为r,每半年复利计息,则第n年末一次归还贷款额 2020-06-20 …
1、设f(x)=lg[(1+2^x+3^x+…+(n-1)^x+an^x)/n](a∈R,n∈N) 2020-06-27 …
关于线性代数与几何分析的问题,请大家帮下忙~设A(-R^n*n,在欧氏空间R^n中,证明:=,其中 2020-06-27 …
概率论与数理统计问题从0,1,2,.,9等10个数字中任意选出3个不同的数字,试求3个数字中不含0 2020-07-09 …
斐波那契数列的总和斐波那契数列到N的总和怎么算啊?答案对的话加10013,21.......n而且 2020-07-23 …
1.若级数∑an(x-1)^n在x=-1处收敛,则此级数在x=2处为何绝对收敛?(我想知道在此如何 2020-07-31 …
什么是二项式的通式?在二项式定理(a+b)^n=C(n,0)a^n+C(n,1)a^(n-1)b+ 2020-07-31 …
(2010•南通模拟)设数列{an}满足a1=a,an+1=an2+a1,M={a∈R|n∈N*,| 2020-11-12 …