先化簡，再求值：
．其中
滿足一元二次方程
．
解：
=
······························································································· 2分
=
··························································································· 3分
=
=
．··············································································································· 5分
化簡方程 得：
，··················································································································· 6分
解得
，
．·········································································································· 8分
因為當時原式無意義，所以舍去； ··············································································· 9分
當時，原式=
．··························································································· 10分
閱讀快車系列答案科目：初中數學 來源：2014-2015學年江蘇省濱海縣七年級上學期期末考試數學試卷（解析版） 題型：解答題
（本題滿分8分）一個多邊形，它的內角和比外角和的4倍多180°，求這個多邊形的邊數及內角和度數．
查看答案和解析>>
科目：初中數學 來源： 題型：
某糧油超市平時每天都將一定數量的某些品種的糧食進行包裝以便出售，已知每天包裝大黃米的質量是包裝江米質量的
倍，且每天包裝大黃米和江米的質量之和為45千克．
(1)求平均每天包裝大黃米和江米的質量各是多
少千克?
(2)為迎接今年6月20日的“端午節”，該超市決定在節日前20天增加每天包裝大黃米和江米的質量，二者的包裝質量與天數的變化情況如圖所示，節日后又恢復到原來每天的包裝
質量．分別求出在這20天內每天包裝大黃米和江米的質量隨天數變化的函數關系式，并寫出自變量的取值范圍．
(3)假設該超市每天都會將當天包裝后的大黃米和江米全部出售，已知大黃米成本價為每千克7.9元，江米成本價為每千克9.5元，二者包裝費用平均每千克均為0.5元，大黃米售價為每千克10元，江米售價為每千克12元，那么在這20天中有哪幾天銷售大黃米和江米的利潤之和大于120元? [總利潤=售價額－成本－包裝費用]
 |
查看答案和解析>>
科目：初中數學 來源： 題型：
如圖，在△ABC中，∠C=90°，以AB上一點O為圓心，OA長為半徑的圓恰好與BC相切于點D，分別交AC、AB于點E、F．
（1）若∠B=30°，求證：以A、O、D、E為頂點的四邊形是菱形．
（2）若AC=6，AB=10，連結AD，求⊙O的半徑和AD的長．
查看答案和解析>>
科目：初中數學 來源： 題型：
九年級（3）班共有50名同學，如圖是該班一次體育模擬測試成績的頻數分布直方圖（滿分為30分，成績均為整數）．若將不低于23分的成績評為合格，則該班此次成績達到合格的同學占全班人數的百分比是 ．
查看答案和解析>>
湖北省互聯網違法和不良信息舉報平臺 | 網上有害信息舉報專區 | 電信詐騙舉報專區 | 涉歷史虛無主義有害信息舉報專區 | 涉企侵權舉報專區
違法和不良信息舉報電話：027-86699610 舉報郵箱：58377363@163.com
，則底角為 ．
B．
C．
D．
，則這個正六邊形的面積為 cm2．
=﹣3