优优班--学霸训练营 > 知识点挑题
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            • 1. 计算:(-x-2)÷+
            • 2.
              设\(A= \dfrac {a-2}{1+2a+a^{2}}÷(a- \dfrac {3a}{a+1}).\)
              \((1)\)化简\(A\);
              \((2)\)当\(a=3\)时,记此时\(A\)的值为\(f(3)\);当\(a=4\)时,记此时\(A\)的值为\(f(4)\);\(…\)
              解关于\(x\)的不等式:\( \dfrac {x-2}{2}- \dfrac {7-x}{4}\leqslant f(3)+f(4)+…+f(11)\),并将解集在数轴上表示出来.
            • 3.
              计算:
              \((1)(x+y)^{2}-x(2y-x)\);
              \((2)(a+2- \dfrac {3a-4}{a-2})÷ \dfrac {a^{2}-6a+9}{a-2}\).
            • 4.
              \((1)|-3|-( \sqrt {5}+1)^{0}+(-2)^{2}\);
              \((2)(1- \dfrac {3}{a})÷ \dfrac {a-3}{a^{2}}\).
            • 5.
              \((1)\)计算:\((a-b)(a^{2}+ab+b^{2})\)
              \((2)\)利用所学知识以及\((1)\)所得等式,化简代数式\( \dfrac {m^{3}-n^{3}}{m^{2}+mn+n^{2}}÷ \dfrac {m^{2}-n^{2}}{m^{2}+2mn+n^{2}}\).
            • 6.
              计算:
              \((1)x(x-2y)-(x+y)^{2}\)
              \((2)( \dfrac {3}{a+2}+a-2)÷ \dfrac {a^{2}-2a+1}{a+2}\).
            • 7.
              \((1)\)计算\((2017-π)^{0}-( \dfrac {1}{4})^{-1}+|-2|\)
              \((2)\)化简\((1- \dfrac {1}{a-1})÷( \dfrac {a^{2}-4a+4}{a^{2}-a}).\)
            • 8.
              \((1)\)解不等式组:\( \begin{cases} x-1 > 2x① \\ \dfrac {x}{2}+3 < -2②\end{cases}\)
              \((2)\)化简:\(( \dfrac {a^{2}}{b}-a)÷ \dfrac {a^{2}-b^{2}}{b}\).
            • 9.
              计算:
              \((1)(-2)^{2}-( \dfrac {1}{2})^{-1}+2017^{0}\)
              \((2)(1+ \dfrac {4}{x-2})÷ \dfrac {x+2}{x^{2}-4x+4}\).
            • 10.
              化简\( \dfrac {1}{a^{2}-a}⋅ \dfrac {a-1}{a}\).
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