早教吧作业答案频道 -->英语-->
请求画出这句话的句子成分Never before has television served so much to connect different peoples and nations as in the recent events in Europe.
题目详情
请求画出这句话的句子成分
Never before has television served so much to connect different peoples and nations as in the recent events in Europe.
Never before has television served so much to connect different peoples and nations as in the recent events in Europe.
▼优质解答
答案和解析
Television has never served so much to connect different peoples and nations before in the recent events in Europe.
在欧洲的近期各事件中,电视从来没有像现在这样如此广泛的程度上服务于将不同国家和人民联系起来.
主语是Television,谓语serve,宾语是CONNECT 宾主补足语是different peoples and nations .in the recent events in Europe是状语.
在欧洲的近期各事件中,电视从来没有像现在这样如此广泛的程度上服务于将不同国家和人民联系起来.
主语是Television,谓语serve,宾语是CONNECT 宾主补足语是different peoples and nations .in the recent events in Europe是状语.
看了 请求画出这句话的句子成分Ne...的网友还看了以下：
求解lim(n,+∞>1/n*(e^1/n+e^2/n+…+e^n/n)求详细解题过程谢谢求解li 2020-05-14 …
求极限1:lim[(n-3)/(2n-1)]∧2.要解法 2：因为:lim[1+(1/n)]∧n= 2020-05-16 …
matlab函数调用问题,一个矩阵的自变量,怎么都是同一个答案function [ E ] = p 2020-05-16 …
f(x)=e^x-kx,设函数F(x)=f(x)+f(-x),求证F(1)F(2)……F(n)>[ 2020-05-21 …
已知函数f(x)=e^x-ln(x+1)(1)求函数f(x)的单调区间(2)证明e+e^1/2+e 2020-06-06 …
矩阵(E+A)^n等于什么?看到一个二阶的矩阵n次方=E^n+n(E)^(n-1)A,三阶的n次方 2020-06-12 …
32个罗经点每个点怎么读出来?罗经中的32个罗经点（N.N/E.NNE.NE/N.NE.NE/EE 2020-06-19 …
求助：矩阵和的n次方解法比如（3E+B）^n=(3E)^n+n*(3E)^(n-1)*B（E+B） 2020-07-29 …
求助：矩阵和的n次方解法比如（3E+B）^n=(3E)^n+n*(3E)^(n-1)*B（E+B） 2020-07-29 …
求证e^i(4π/n)+e^i(8π/n)+...+e^i4(n-1)π/n+e^i(4nπ/n)= 2020-11-01 …