a+b=1,(a+b)^2=1a^2+b^2+2ab=1因为a^2+b^2=2,所以a^2+b^2+2ab=2+2ab=1ab=-1/2(a^2+b^2)^2=a^4+b^4+2(ab)^2=a^4+b^4+1/2=2^2a^4+b^4=7/2(a+b)(a^4+b^4)=1*7/2a^5+b^5+ab^4+a^4b=7/2a^5+b^5+ab(a^3+b^3)=7/2a^5+b^5-1/...