题目内容
2.89×6.37+0.137×28.9+289×0.0226.
分析:依据积不变性质,化0.137×28.9=1.37×2.89,289×0.0226=2.89×2.26,再运用乘法分配律解答.
解答:解:2.89×6.37+0.137×28.9+289×0.0226,
=2.89×6.37+1.37×2.89+2.89×2.26,
=2.89×(6.37+1.37+2.26),
=2.89×10,
=28.9.
=2.89×6.37+1.37×2.89+2.89×2.26,
=2.89×(6.37+1.37+2.26),
=2.89×10,
=28.9.
点评:本题的难点是:依据积不变性质,把不同的因数化为相同的因数,再进一步临沂运算定律解决问题.
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