$解:①設(shè)223=x$
$ \begin{aligned}則原式&=x2-(x+1)(x-1) \\ &=x2-(x2-1) \\ &=x2-x2+1 \\ &=1 \\ \end{aligned}$
$②設(shè)3.456=a$
$則2.456=a-1,5.456=a+2,1.456=a-2$
$可得3.456×2.456×5.456-3.4563-1.4562 $
$=a×(a-1)×(a+2)-a3-(a-2)2$
$=a3+a2-2a-a3-a2+4a-4$
$=2a-4$
$因?yàn)閍=3.456$
$所以原式=2a-4=2×3.456-4=2.912.$