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divisible
...原体(prove that 2^555 + 1 is
divisible
by 33) Thanks
答:
运用多项式的除法易将原数因式分解为 2^555+1=(2^5+1)*(2^550-2^545+2^540……-2^5+1)=33*(2^550-2^545+2^540……-2^5+1)得证!
evenly是什么意思(spaced的意思)
答:
even可以做女生英文名吗 可以。因为在英语中,“even”是一个常见的单词,可以用作动词、副词或形容词。因此,作为女生的英文名也是可行的。此外,英文名的选择是个人偏好和文化差异相关的,如果个人喜欢并且适合自己的话,even可以当做女生的英文名。英文名的选择因人而异,应根据个人兴趣、性格、文化背景...
英语名人名言
答:
All books are
divisible
into two classes: the books of the hour, and the books of all time. ---John Ruskin一切书籍都可以分为二类:即:一时之书与永久之书。 ---约翰·罗斯金Young men are fitter to invent than to judge, fitter for execution than for counsel, fitterfo new projects than ...
easycomeeasygo英文是什么意思
答:
easy come easy go的英文意思是:来得容易去得快,其中easy的英式发音为[ˈi:zi],美式发音为[ˈizi] ,意思有:adj.容易的;舒适的;宽裕的;从容的。adv.容易地;不费力地;悠闲地;缓慢地。vi.停止划桨(常用作命令)。vt.向(水手或划手)发出停划命令。
Polynomials' problems
答:
更新2: (b)Let g(x)=(x-3)f(x). When g(x) is divided by x^2-x-2 the remainder is cx+d. thx~1. (a) f(x) = x^3 + ax^2 + bx + 12 f(x) is
divisible
by x^2+x – 6 Let f(x) = Q(x) ( x^2 + x – 6 ) where Q(x) is a polynomial ...
C语言中if(!x)什么意思
答:
非X的意思。!在C语言中有两种表达,这里边表示“非”。取决于X的值,如果X的值为0,!X就是1.如果X的值不为0,!X就是0的意思。
c语言编程 输入整数a和b如果a能被b整除
答:
int main(void){ int a,b;scanf("%d,%d",&a,&b);if(a%b==0)printf("可以被整除");else printf("不能可被整除\n");}
数学家的英文名言~~~
答:
The continuum is that which is
divisible
into indivisibles that are infinitely divisible. Physics.Roger Bacon (1214-1294)In mathematics I can report no deficience, except it be that men do not sufficiently understand the excellent use of the Pure Mathematics.Mathematics is the door ...
几个简单的数学证明题
答:
so we only consider b^2(25a^2+10ab+b^2)-1. The same reason,25a^2*b^2 and 10ab*b^2 is
divisible
by 5,so the question comes to b^4-1 is divisible by 5.Then b^4-1=(b+1)(b-1)(b^2+1), when b=1,2,3,4, it can be verified that all the b^4-1 is ...
读书名言和它的翻译,急用
答:
All books are
divisible
into two classes: the books of the hour, and the books of all time. ---John Ruskin 一切书籍都可以分为二类:即:一时之书与永久之书。 ---约翰-罗斯金Young men are fitter to invent than to judge, fitter for execution than for counsel, fitterfo new projects than ...
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