解 (1)设A=a1+a2+……+a1990 则M=(a1+A)(A+a1991)=a1A+a1a1991+A^2+a1991A N=(a1+A+a1991)A=a1A+A^2+a1991A M-N=a1a1991 因为a1>0,a1991>0 所以M-N>0 所以M>N (2) 因为x2-2x-1=0
解 (1)设A=a1+a2+……+a1990 则M=(a1+A)(A+a1991)=a1A+a1a1991+A^2+a1991A N=(a1+A+a1991)A=a1A+A^2+a1991A M-N=a1a1991 因为a1>0,a1991>0 所以M-N>0 所以M>N (2) 因为x2-2x-1=0
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