早教吧作业答案频道 -->英语-->
closely-foughtcontest是什么意思有语境的句子不用管饿就像知道这个里面的意思1EnglandhaveJimmyCarterhasbeenconfirmedasthenextPresidentoftheUnitedStatesafteraclosely-foughtcontestwhichgavehim51%of
题目详情
closely-fought contest是什么意思
有语境的 句子不用管饿 就像知道这个【】里面的意思
1
England haveJimmy Carter has been confirmed as the nextPresidentof the United States after a 【closely-fought contest】 whichgave him51% of the popular vote.
2
Arnaud Clement finished off the weekend with a 【closely-fought contest】 against Florin Mergea,defeating the Romanian 75 76(3) to extend France's lead to 4-1.
3
Despite some recent violence,international observers say polling in the 【closely-fought contest】 was largely peaceful and more orderly than the first round.
有语境的 句子不用管饿 就像知道这个【】里面的意思
1
England haveJimmy Carter has been confirmed as the nextPresidentof the United States after a 【closely-fought contest】 whichgave him51% of the popular vote.
2
Arnaud Clement finished off the weekend with a 【closely-fought contest】 against Florin Mergea,defeating the Romanian 75 76(3) to extend France's lead to 4-1.
3
Despite some recent violence,international observers say polling in the 【closely-fought contest】 was largely peaceful and more orderly than the first round.
▼优质解答
答案和解析
非常激烈,实力相当的竞争
看了 closely-fought...的网友还看了以下:
关于x的分式方程x-x分之一=t-t分之一的解为x1=t,x2=﹣t分之一:x+x分之一=t+t分 2020-05-01 …
已知f(x)是定义在R上的偶函数,且当x>0时,f(x)=x−2x+1,若对任意实数t∈[12,2 2020-05-16 …
变限积分求道问题对函数f(t+h)-f(t-h)在[-h,h]上的积分对h求导.F(h)=∫[-h 2020-05-23 …
设f(x)为连续函数,f(0)=a,F(t)=∫∫∫Ω{z-f(x^2+y^2+z^2)]dv,其 2020-06-15 …
已知f(x-1)=x^2-4x,求函数f(x),f(2x+1)的解析式令t=x-1,则有:x=t+ 2020-06-17 …
变限积分[a,b]上的积分∫[f(x+h)-f(x)]dx令x+h=t,那原式=∫[a+h,b+h 2020-07-11 …
已知f(t)=-sin2t+sint+a.(Ⅰ)若方程f(t)=0有解,求实数a的取值范围;(Ⅱ) 2020-07-18 …
求助微积分强人帮忙解这个二阶方程f"(t)=a1=(π〖d/2〗^2P(t)-k[x+f(t)]- 2020-07-31 …
f(t)=定积分(定积分上下限分别为0和t,被积函数为x^3+a*x+3a-b),题中说f(t)为 2020-08-02 …
求解函数极值求函数f(t)=t*log(t,n)的极值,其中n是一个很大的常数log(t,n)表示以 2020-12-08 …