爱上海后花园

设函数f(x)=ax²+bx+c(a,b,c为实数,且a≠0),f(x)={f(x)x>0 -f(x)x0,且f(x)为偶函数,证明f(m)+f(n)>0.

fx=ax2bxcf\x=2axb=fx1f1f\1=02ab=0b=2af1=0b=ac=fx02a3c=2a3a=3b=6c=3fx=3x26x3Fx=3x12x03x12x0fx=3x26x3gx=kxfx=3x2k6x3gx[11]k661k661k12k0fxb=0mn0mn0mnm0n0FmFn=fmfn=am2can2c=amnmn0m0n0FmFn0FmFn0...

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