早教吧作业答案频道 -->英语-->
IwentintothekitchenongoingIturnedonthelightbecauseitwasdark.请问这句话对吗?要对的话是啥意思?原题是用ongoing.bacause把Iwentintothekitchen.Iturnedonthelight.itwasdark.这三句话连起来.咋连?
题目详情
I went into the kitchen on going I turned on the light because it was dark.请问这句话对吗?要对的话是啥意思?
原题是用on going.bacause把I went into the kitchen.I turned on the light .it was dark.这三句话连起来.咋连?
原题是用on going.bacause把I went into the kitchen.I turned on the light .it was dark.这三句话连起来.咋连?
▼优质解答
答案和解析
I went into the kitchen on going I turned on the light because it was dark[翻译]:我在去我进入厨房开了光,因为它是黑暗的
看了Iwentintothekit...的网友还看了以下:
可以参考的公式是:s[1]=a[1];s[n]=s[n-1]>=0?s[n-1]+a[n]:a[n 2020-05-14 …
在等差数列an中,有下述结论:若a1+a2+……+a50=s,a(n-49)+a(n-48)+…… 2020-05-14 …
区间【m,n】的长度为n-m(n>m),设A=[0,t](t>0),B=[a,b](b>a),从A 2020-05-16 …
已知函数f(x)=loga(a2x+t)其中a>0且a≠1.(1)当a=2时,若f(x)<x无解, 2020-06-12 …
已知数列{an}的首项为a(a≠0),前n项和为Sn,且有Sn+1=tSn+a(t≠0),bn=S 2020-07-09 …
数列an满足递推式(a(n+2))*an-(a(n+1))^2=(t^n)*(t-1),a1=1, 2020-08-01 …
若无穷数列{an}满足:①对任意n属于正整数,{a(n)+a(n+2)}/2≤a(n+1);②存在 2020-08-02 …
初高中衔接书上的几道比例线段的题,a/x=t/t+m,a/b=t/t+m+n联立两式,消去t,得x 2020-08-02 …
关于A=0的证明设A是n阶实对称矩阵,且A²=0证明A=0.其中一种证明方法是这样的:由A(T)A= 2020-11-03 …
一道数学题(数列)已知数列{a[n]}的前n项和为S[n],并且满足a[1]=2,na[n+1]=S 2020-12-05 …