(3.14+2.8+1)×(3.14+2.8+0.2)-(1+3.14+2.8+0.2)×(3.14+2.8)

问题描述:

(3.14+2.8+1)×(3.14+2.8+0.2)-(1+3.14+2.8+0.2)×(3.14+2.8)
设:3.14+2.8=A
.
巧算:(1.04+1.07+1.1)÷(1.03+1.05+1.07+1.09+1.11)
.

设:3.14+2.8=A,得到(A+1)(A+0.2)-(A+1.2)*A=A^2+1.2A+0.2-A^2-1.2A=0.2