FOR A FINITE SEQUENCE OF NONZERO NUMBERS, THE NUMBER OF VARIATIONS IN SIGN IS DEFINED AS THE NUMBER OF PAIRS OF CONSECUTIVE TERM OF THE SEQUENCE FOR WHICH THE PRODUCT OF THE TWO CONSECUTIVE TERM IS NEGATIVE. WHAT IS THE NUMBER OF VARIATIONS IN SIGN FOR THE SEQUENCE 1,-3,2,5,-4,-6 -- by 会员 tyzgmat (2011/6/26 15:45:14)
FOR A FINITE SEQUENCE OF NONZERO NUMBERS, THE NUMBER OF VARIATIONS IN SIGN ISDEFINED AS THE NUMBER OF PAIRS OF CONSECUTIVE TERM OF THE SEQUENCE FOR WHICH THE PRODUCT OF THE TWO CONSECUTIVE TERM IS NEGATIVE. WHAT IS THE NUMBER OF VARIATIONS IN SIGN FOR THE SEQUENCE 1,-3,2,5,-4,-6 题目的意思就是说一个数的左右相邻的数的PRODUCT(乘积)是负数。 所以对这个数列来说,2左右分别为(-3,5)他们乘积是负的。5的左右是(2,-4)乘积为负,-4的左右(5,-6)成绩为负,所以就是2,5,-4这三个数满足要求,是THE NUMBER OF VARIATIONS IN SIGN |