题目内容
9.计算:$\sqrt{2}$×$\sqrt{32}$=8;$\sqrt{2y}$•$\sqrt{8y}$(y>0)=4y.
分析 结合二次根式的乘除法概念和运算法则进行计算求解即可.
解答 解:$\sqrt{2}$×$\sqrt{32}$
=$\sqrt{2}$×4$\sqrt{2}$
=8.
$\sqrt{2y}$×$\sqrt{8y}$
=$\sqrt{2y}$×2$\sqrt{2y}$
=4y.(y>0)
故答案为:8,4y.
点评 本题考查了二次根式的乘除法,解答本题的关键在于熟练掌握该知识点的概念和运算法则.
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