早教吧作业答案频道 -->英语-->
hardly had he arrived in Hongkong ()she rang me up.为什么填when,hardly than不是也有一.就.和hardly when意思一样啊,
题目详情
hardly had he arrived in Hongkong ()she rang me up.为什么填when,hardly than不是也有
一.就.和hardly when意思一样啊,
一.就.和hardly when意思一样啊,
▼优质解答
答案和解析
hardly had he arrived in Hongkong 【when】she rang me up
=No sooner had he arrived in Hongkong 【than】she rang me up
than 是和No sooner 连用的,别弄混了.
请在客户端右上角评价点“满意”即可,
=No sooner had he arrived in Hongkong 【than】she rang me up
than 是和No sooner 连用的,别弄混了.
请在客户端右上角评价点“满意”即可,
看了 hardly had he ...的网友还看了以下:
把你那题改下:a(n+2)=a(n+1)-2a(n),a1=1,a2=1.你在做一下.(我想这个没 2020-04-27 …
关于极限的题目a(n)=n*sin(∏/n)(n>=1)当n→∞时,求a(n)(n)为下标a(n) 2020-05-14 …
数列a[n+1]=k+(2k+1)a[n]+(k(k+1)a[n]a[n+1])^1/2 已知a1 2020-05-16 …
谁是对牛弹琴?A是一个想离婚而没离成的男人A:男人心里其实太弱啊B:人本来有脆弱的一面A:都有啊A 2020-06-11 …
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 …
求教数学题一道如果n是一个大于6的整数,那下面哪一个一定能被3整除?A.N*(N+5)(N-6)B 2020-06-12 …
望高手赐教,高一数列……递推公式a(n+1)=[a(n)+a]/[a(n)+b]a,b皆为非零常数 2020-08-01 …
已知{an}是正项无穷数列,满足1/(an*a(n+1))+1/(a(n+1)*a(n+2))+1 2020-08-02 …
基本不等式设数列a(n),b(n),且a(1)>b(1)>0,a(n)=(a(n-1)+b(n-1 2020-08-03 …
设数列{an}满足a(n+1)=2an+n^2-4n+1.(1)若a1=3,求证:存在f(n)=an 2020-11-19 …