早教吧作业答案频道 -->英语-->
shehasturnedbothkeysintheirlocks.帮忙分析一下这个句子.谢whenshegotoutatherownfloor,bothwereforgotteninhersuddendiscoverythatherfrontdoorwasopen.Shewasthinkingthatshemustreprimandherhomehelpthenextmorni
题目详情
she has turned both keys in their locks.帮忙分析一下这个句子.谢
when she got out at her own floor,both were forgotten in her sudden discovery that her front door was open.She was thinking that she must reprimand her home help the next morning for such a monstrous piece of negligence,when she remembered that she had gone shopping after the home help had left and she knew that she had turned both keys in their locks.这是那篇文张
when she got out at her own floor,both were forgotten in her sudden discovery that her front door was open.She was thinking that she must reprimand her home help the next morning for such a monstrous piece of negligence,when she remembered that she had gone shopping after the home help had left and she knew that she had turned both keys in their locks.这是那篇文张
▼优质解答
答案和解析
应该是她把两把钥匙都插入了锁眼里.
文章中说的是前门是开着的,也就是说还有个后门.所以是两把钥匙,两个锁
文章中说的是前门是开着的,也就是说还有个后门.所以是两把钥匙,两个锁
看了shehasturnedbot...的网友还看了以下：
∑(2^n)/(n^n)的收敛性你回答的是：取后一项后前一项的比.(2^n+1)/((n+1)^(n 2020-03-31 …
T(n)=2T(n-1)+n,n>0;T(0)=0.求T(n)谢谢了,大神帮忙啊T(n)=2T(n 2020-06-08 …
会做的希望不嫌麻烦帮帮忙!1.若4×8的m次方×16的m次方=2的9次方,求m的值.2.（a的m次 2020-07-07 …
1.已知数列{a(n)}满足a(n)a(n+1)a(n+2)a(n+3)=24,且a1=1a2=2 2020-07-09 …
用归纳法证明：（1）.1+2+3+...+n=n/2(n+1)(2).以a1为首项、以q为公比的等 2020-07-29 …
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 …
已知一个边长为a的等边三角形,现将其边长n（n为大于2的整数）等分,并以相邻等分点为顶点向外作小等 2020-08-01 …
分解因式谁能给我讲解下!a^n+b^n=(a+b)([a^{n-1}]-[a^{n-2}]*b+[a 2020-11-20 …
房间(n.)帽子(n.)头(n.)知道;了解(v.)收音机;无线电广播(n.)时钟(n.)磁带;录音 2020-12-22 …
房间(n.)帽子(n.)头(n.)知道;了解(v.)收音机;无线电广播(n.)时钟(n.)磁带;录音 2020-12-22 …