早教吧作业答案频道 -->英语-->
英语翻译youareabeauty,aperfectbeauty,andyouwillhealthyallthetime.butyoudon'thaveenoughmoney.becausewhat?Idon'tknowwhetheryouhavethinkaboutthisproblem.Ihavejustsawyourintroduction.andhavefinditissointeresting.
题目详情
英语翻译
you are a beauty,a perfect beauty,and you will healthy all the time.but you don't have enough money.because what?
I don't know whether you have think about this problem.
I have just saw your introduction.and have find it is so interesting.
you are a beauty,a perfect beauty,and you will healthy all the time.but you don't have enough money.because what?
I don't know whether you have think about this problem.
I have just saw your introduction.and have find it is so interesting.
▼优质解答
答案和解析
你是一个十足的美女,看上去一直都很健康,但是你却没有足够的钱,为什么呢?
我不知道你是否考虑过这个问题.
我看过了你的自我介绍,觉得很有意思.
我不知道你是否考虑过这个问题.
我看过了你的自我介绍,觉得很有意思.
看了 英语翻译youareabea...的网友还看了以下:
设a=(√5-1)/2,求(a^5+a^4-2a^3-a^2-a+2)/a^3-a∵2a=√5-1 2020-04-05 …
三阶实对称矩阵,R(A)=2,A^2+2A=0,求特征值.都得到a(a+2)=0.为什么得到a=0 2020-04-13 …
求(1+x+1/x平方)的10次方展开试中的常数我是怎样算的。T(r+1)=C(10,r)*(1+ 2020-05-13 …
设两个关系R(A,B)和S(A,C)。则下列关系代数表达式中必与等价的是A.ⅡA.B.C(R×S)B 2020-05-23 …
矩阵证明问题1.如何证明R(A)=R(A')=R(AA')2.设四阶方阵A和B的伴随矩阵为A*和B 2020-07-08 …
一、已知数集M满足条件:若a∈M,则(1+a)/(1-a)∈M(a≠0,a≠±1)(1)若3∈M, 2020-07-30 …
已知f(x)=(1/2)x,a,b∈R+,A=f(A+B)/2,G=f根号ab...则AGH的大小关 2020-11-03 …
递回关系式的运算公式(数列)以下是推导一个公式"a=a+r(1-p^n)/(1-p)"的过程a=p* 2021-01-13 …
函数f[x]=logaXa大于0,且a不等于1,在2,3上最大值为1,则a=当a大于1时,f(x)图 2021-01-15 …
设a属于R集合A={x属于R||x-a|小于或等于1}集合B={x属于R||x-1|小于或等于a的平 2021-02-05 …