优优班--学霸训练营 > 知识点挑题
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            • 1.
              到直线\(3x-4y-1=0\)的距离为\(2\)的直线方程是\((\)  \()\)
              A.\(3x-4y-11=0\)
              B.\(3x-4y-11=0\)或\(3x-4y+9=0\)
              C.\(3x-4y+9=0\)
              D.\(3x-4y+11=0\)或\(3x-4y-9=0\)
            • 2.

              若直线\(l_{1}\):\(x{-}2y{+}1{=}0\)与\(l_{2}\):\(2x{+}{ay}{-}2{=}0\)平行,则\(l_{1}\)与\(l_{2}\)的距离为\(({  })\)

              A.\(\dfrac{ \sqrt{5}}{5} \)
              B.\(\dfrac{2 \sqrt{5}}{5} \)
              C.\(\dfrac{1}{5} \)
              D.\(\dfrac{2}{5} \)
            • 3.

              \((1)\)若实数\(x\),\(y\)满足约束条件\(\begin{cases} y-x\leqslant 1 \\ x+y\leqslant 3 \\ y\geqslant 1 \end{cases},\)则\(z=x+3y\)的最大值为____.

              \((2)\)已知等差数列\(\left\{{a}_{n}\right\} \)的前项和为\(S_{n}\),若\(a_{3}+a_{4}=18-a_{6}-a_{5}\),则\(S_{8}=\)________.

              \((3)\)若向量\(\overset{⇀}{a} \),\(\overset{⇀}{b} \)夹角为\(\dfrac{\pi }{3}\),且\(\left| \overset{⇀}{a}\right|=2,\left| \overset{⇀}{b}\right|=1 \),则\(\overset{⇀}{a} \)与\(\overset{⇀}{a} +2\overset{⇀}{b} \)的夹角为_________ 

              \((4)\)已知实数\(a,b\)满足\(\ln \left( b+1 \right)+a-3b=0\),实数\(c,d\)满足\(2d-c+\sqrt{5}=0\),则\({{\left( a-c \right)}^{2}}+{{\left( b-d \right)}^{2}}\)的最小值为_________

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