英译中:The average value of (a-b) +(b-c) over all possibleThe average value of (a-b) +(b-c) over all possible arrangement (a,b,c) of the three numbers (1,4,7) is ____.
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英译中:The average value of (a-b) +(b-c) over all possibleThe average value of (a-b) +(b-c) over all possible arrangement (a,b,c) of the three numbers (1,4,7) is ____.
英译中:The average value of (a-b) +(b-c) over all possible
The average value of (a-b) +(b-c) over all possible arrangement (a,b,c) of the three numbers (1,4,7) is ____.
英译中:The average value of (a-b) +(b-c) over all possibleThe average value of (a-b) +(b-c) over all possible arrangement (a,b,c) of the three numbers (1,4,7) is ____.
我就不直译了.
(a,b,c)对应(1,2,3).问在所有可能的(a,b,c)的排列组合里,式子[(a-b)+(b-c)]的平均值是____.
(a-b)+(b-c)=a-c
a的平均值是2,c的平均值也是2.所以答案是0.
由于a,b,c是轮换对称的,因此式子(ma+nb+kc)=2(m+n+c)...
在(AB)的+平均值(前)在所有可能的安排(1,乙,丙三个数字(1,4,7))是____。
从三个数1、4、7中分别选择a, b, c,然后计算式子(a-b) +(b-c),最后计算所有式子的平均值