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            • 1.
              如图,在\(\triangle ABC\)中,\(∠ACB=90^{\circ}\),\(∠CAB=θ\),\(M\)为\(AB\)的中点\(.\)将\(\triangle ACM\)沿着\(CM\)翻折至\(\triangle A{{"}}CM\),使得\(A{{"}}M⊥MB\),则\(θ\)的取值不可能为\((\)  \()\)
              A.\( \dfrac {π}{9}\)
              B.\( \dfrac {π}{6}\)
              C.\( \dfrac {π}{5}\)
              D.\( \dfrac {π}{3}\)
            • 2.

              如图,点列\(\{A_{n}\}\),\(\{B_{n}\}\)分别在某锐角的两边上,且\(\left| {{A}_{n}}{{A}_{n+1}} \right|=\left| {{A}_{n+1}}{{A}_{n+2}} \right|,{{A}_{n}}\ne {{A}_{n+2}},n\in {{N}^{*}}\),\(\left| {{B}_{n}}{{B}_{n+1}} \right|=\left| {{B}_{n+1}}{{B}_{n+2}} \right|,{{B}_{n}}\ne {{B}_{n+2}},n\in {{N}^{*}}\),\((P\neq Q \)表示点\(P\)与\(Q\)不重合\()\),若\({d}_{n}=\left|{A}_{n}{B}_{n}\right| \) \(S_{n}\)为\(∆{A}_{n}{B}_{n}{B}_{n+1} \)的面积,则\((\)     \()\)


              A.\({ }\!\!\{\!\!{ }S_{n}^{{}}{ }\!\!\}\!\!{ }\)是等差数列     
              B.\({ }\!\!\{\!\!{ }S_{n}^{2}{ }\!\!\}\!\!{ }\)是等差数列
              C.\({ }\!\!\{\!\!{ }d_{n}^{{}}{ }\!\!\}\!\!{ }\)是等差数列     
              D.\({ }\!\!\{\!\!{ }d_{n}^{2}{ }\!\!\}\!\!{ }\)是等差数列
            • 3. \(\triangle ABC\)的三边分别为\(a\),\(b\),\(c\)且满足\(b^{2}=ac\),\(2b=a+c\),则此三角形是\((\)  \()\)
              A.等腰三角形
              B.直角三角形
              C.等腰直角三角形
              D.等边三角形
            • 4. 在△ABC所在平面上有三点P、Q、R,满足++=++=++=,则△PQR的面积与△ABC的面积之比为(  )
              A.1:2
              B.1:3
              C.1:4
              D.1:5
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