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電子課本網(wǎng) 第111頁

第111頁

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$解?:(1)2\sqrt {12}=4\sqrt {3},\sqrt {27}=3\sqrt {3},?是同類二次根式$
$?(2)\sqrt {50}=5\sqrt {2},3\sqrt {8}=6\sqrt {2},?是同類二次根式$
$?(3)2\sqrt {1\frac {1}{2}}=\sqrt {6},2\sqrt {48}=8\sqrt {3},?不是同類二次根式.$
$解?:=(3\sqrt {5}+\sqrt {5})-(\sqrt {2}+4\sqrt {2})?$
$? =4\sqrt {5}-5\sqrt {2}?$
$解:=5\sqrt {3}-15\sqrt {3}-3\sqrt {3}?$
$? =-13\sqrt {3}?$
$解?:=6\sqrt {2}+3\sqrt {2}-\frac {3\sqrt {2}}{2}?$
$? =\frac {15\sqrt {2}}{2}?$
$解:?=4\sqrt {2}-4\sqrt {3}-\frac {\sqrt {3}}{3}-3\sqrt {2}?$
$? =\sqrt {2}-\frac {13\sqrt {3}}{3}?$
$解?:=4\sqrt {3}-\frac {4\sqrt {3}}{9}+12\sqrt {3}?$
$? =\frac {140\sqrt {3}}{9}?$
$解:?=\frac {\sqrt {2}}{2}-\frac {2\sqrt {3}}{3}-\frac {\sqrt {2}}{4}+5\sqrt {3}?$
$? =\frac {\sqrt {2}}{4}+\frac {13\sqrt {3}}{3}?$