15题我和你的想法一样,67题,我不知道你是怎么做的,我认为1+C4,1+C4,2+C4,3+C4,4=16,如果不包括1和本声,那就是C4,1+C4,2+C4,3=14。对吗?你的那中方法是怎么出来的,本人实在是较迟钝望指点。
86。是按复利算得,X*(1.08)^2+X*1.08=Y SO X=Y/(1.08)^2+1.08
116.是12,把两副大的放在一起,P(3,3),再把两副画排依次P(2,2)作者: wanda46 时间: 2002-11-18 04:31
FOR 67.
If an integer can be expressed as the product of some primes, such as:
X=a^n1*b^n2*c^n3 then there must be at least (n1+1)(n2+1)(n3+1) factors, including 1 and itself. For example:
18=2*3^2 then there are (1+1)(2+1)=6 factors.
To prove: 18 has 1,2,3,6,9 and 18, that is 6 factors.
Make sense?
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