优优班--学霸训练营 > 知识点挑题
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            • 1.

              计算:\(3\tan 30{}^\circ +\left| 1-\sqrt{3} \right|+{{(2-\pi )}^{0}}-{{(\dfrac{1}{3})}^{-1}}\).

            • 2.
              计算:
              \((1) \sqrt {8}+ \sqrt {32}- \sqrt {2}\)
              \((2)( \sqrt {5}-2)(2+ \sqrt {5})-(- \sqrt {3})^{2}+ \sqrt {8}× \dfrac {1}{ \sqrt {2}}\).
            • 3.
              计算:
              \((1) \sqrt {18}-4 \sqrt { \dfrac {1}{2}}+ \sqrt {2}\)             
              \((2) \sqrt {8}+2 \sqrt {3}-( \sqrt {27}- \sqrt {2})\)
              \((3)(2 \sqrt {3}+ \sqrt {6})(2 \sqrt {3}- \sqrt {6})\);     
              \((4) \dfrac {2}{ \sqrt {3}-1}+ \sqrt {27}-( \sqrt {3}-1)^{0}\).
            • 4.
              计算:
              \((1)5 \sqrt {12}-9 \sqrt { \dfrac {1}{3}}+ \dfrac {1}{2} \sqrt {48}\)               
              \((2) \sqrt {2}× \sqrt {32}+( \sqrt {2}-1)^{2}\).
            • 5.
              计算:\((5 \sqrt {48}-6 \sqrt {27}+4 \sqrt {15})÷ \sqrt {3}\).
            • 6.
              化简:\( \sqrt {2a^{3}}⋅ \sqrt {8a}- \sqrt {25a^{2}}(a\geqslant 0)\)
            • 7.
              计算或化简
              \((1) \sqrt {6}- \sqrt { \dfrac {3}{2}}- \sqrt { \dfrac {2}{3}}\)
              \((2)( \sqrt {xy^{2}}- \sqrt {x^{2}y})÷ \sqrt {xy}\)
              \((3)( \sqrt {5}- \sqrt {3}+ \sqrt {2})( \sqrt {5}- \sqrt {3}- \sqrt {2})\)
            • 8.
              计算:
              \((1) \sqrt {(-2)^{2}}+ \sqrt {18}÷ \sqrt {2}\)
              \((2)(3+ \sqrt {2})(3- \sqrt {2})+(1+ \sqrt {2})^{2}\).
            • 9.
              计算
              \((1) \sqrt {18a}⋅ \sqrt {2a}(a\geqslant 0)\)
              \((2) \sqrt {4 \dfrac {1}{2}}÷ \sqrt {2 \dfrac {1}{4}}\)
              \((3) \sqrt {12}+ \sqrt {18}- \sqrt {8}- \sqrt {32}\) 
              \((4)(3+ \sqrt {10})( \sqrt {2}- \sqrt {5})\)
            • 10.
              计算
              \((1) \sqrt {18}-4 \sqrt { \dfrac {1}{2}}+ \sqrt {24}÷ \sqrt {3}\)          
              \((2)(1- \sqrt {5})(1+ \sqrt {5})+(1+ \sqrt {5})^{2}\).
            0/40

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