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            • 1.
              计算\( \dfrac {b}{a^{2}-b^{2}}÷(1- \dfrac {a}{a+b})\)的结果是 ______ .
            • 2.
              \((1)\)计算:\( \sqrt {4}+2017^{0}-| \sqrt {3}-2|+1\);
              \((2)\)计算:\( \dfrac {x^{2}+4x+4}{x^{2}+2x}÷(2x- \dfrac {4+x^{2}}{x})\).
            • 3.
              计算:
              \((1) \dfrac {x^{2}+6xy+9y^{2}}{x^{2}-9y^{2}}\)            
              \((2) \dfrac {x^{2}}{6y}\cdot ( \dfrac {3y}{x})^{2}\)
              \((3) \dfrac {b^{2}}{4a}÷ \dfrac {b}{2a^{2}}\)                 
              \((4) \dfrac {x-2}{x+2}+ \dfrac {8x}{x^{2}-4}\)
            • 4.
              计算:\(( \dfrac {5}{x-2}-x-2)÷ \dfrac {x^{2}-6x+9}{x-2}+ \dfrac {x}{x-3}\).
            • 5.
              计算:
              \((1) \sqrt {18}- \dfrac {2}{ \sqrt {2}}+|1- \sqrt {2}|\)
              \((2)1- \dfrac {x^{2}-9}{x^{2}-6x+9}÷ \dfrac {x+3}{x+4}\).
            • 6.
              化简:
              \((1)(x-y)(3x-y)-(x-2y)^{2}+5y^{2}\)      
              \((2) \dfrac {1}{y}- \dfrac {y-3}{y-2}÷(y+2- \dfrac {5}{y-2})\).
            • 7.
              化简下列各式:
              \((1)(2a-1)(1+2a)-(a-2)(a+3)-(a-1)^{2}\);
              \((2) \dfrac {x-1}{x^{2}-9}÷( \dfrac {x}{x-3}- \dfrac {5x-1}{x^{2}-9})- \dfrac {1}{x+1}\).
            • 8.
              化简\( \dfrac {x^{2}+x}{x^{2}-2x+1}÷( \dfrac {2}{x-1}- \dfrac {1}{x})\)的结果是 ______ .
            • 9.
              \((1)3^{-1}-\sin 45^{\circ}+( \sqrt {2}-1)^{0}+|- \dfrac { \sqrt {2}}{2}|\);
              \((2)( \dfrac {a}{a-1}- \dfrac {1}{a+1})÷ \dfrac {1}{a^{2}-1}\).
            • 10.
              计算
              \((1) \dfrac {3}{ \sqrt {3}}-( \sqrt {3})^{2}+(π+ \sqrt {3})^{0}- \sqrt {27}+| \sqrt {3}-2|\)
              \((2)(3 \sqrt {12}-2 \sqrt { \dfrac {1}{3}}+ \sqrt {48})÷2 \sqrt {3}\)
              \((3)(2 \sqrt {5}+ \sqrt {3})^{2}-( \sqrt {5}+ \sqrt {2})( \sqrt {5}- \sqrt {2})\)
              \((4) \dfrac {a^{2}-1}{a^{2}-2a+1}+ \dfrac {2a-a^{2}}{a-2}÷a\).
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