简便方法计算 1)99^2+198+1 2)(x+y-z)^2

问题描述:

简便方法计算 1)99^2+198+1 2)(x+y-z)^2

99^2+198+1 =99^2+2x1x99+1 =(99+1)²=100x100=10000(x+y-z)^2=(x+y-z)(x+y-z)= x²+xy-xz+xy+y²-yz-xz-yz+z²= x²+2xy-2xz-2yz+y²+z²