inscribed circle 中文意思是什麼

inscribed circle 解釋
內接圓面
  • inscribed : 記名的
  • circle : n 1 圓;圓周;圈;環;環狀物。2 圓形場地,馬戲場;(鐵路的)環行交叉口;(體育場的)圓形看臺;(...
  1. A property of close broken line inscribed in a circle - also solution to challenge

    這道課本例題的解法對嗎
  2. In data processing, several data file format exported from measuring system has been analysis in detail, and some research has been made in these file - formats, and some try was made also. the decision standard of a thin and long triangle was discussed. besides the minimum angle of a triangle, there also the no - equlangularity and the ratio of radius of inscribed circle and circumcircle of a triangle

    比如利用vc6 . 0開發了程序,可以計算三角片的法矢量、三角片的一些特徵信息,以及狹長三角形的判斷,特別是分析了除最小角之外的兩個判斷標準:外接圓和內切圓半徑之比值r r ,以及三角形的不等邊度e ,及它們與最小角之間的一致關系。
  3. Some extreme value problems for inscribed and circumscribed triangles in a circle

    圓內接與外切三角形中的某些極值問題
  4. Abstract : this paper gives a formula of directed area for pedal polygon of polygons inscribed in a circle. using this formula, we obtain some fixed value theorems for this kind of pedal polygins. thus some results of pedal triangles are generalized

    文摘:給出圓內接多邊形的垂足多邊形的有向面積公式,並利用該公式獲得圓內接多邊形的垂足多邊形和正多邊形的垂足多邊形的若干結果,從而推廣了垂足三角形的一些結論。
  5. A 60 bo circle piece of land is inscribed with a perfect pentagon

    一塊周長60丈的土地內切於一個正五邊形
  6. Discussion on whether the optimum point of angular resection has to be situated at the centre of inscribed circle of known triangle

    測角后交最佳點位是否位於已知三角形內心
  7. In his treatise " seven methods for inscribed circle ", the qing mathematician huang zongxian extended questions of incribed circle from four aspects, and especially resolved new questions about inscribed circle by the use of conical section, locus and logical inference of western mathematics, some of which are not lacking in originality and accomplishment

    摘要清末數學家黃宗憲在《容圓七術》中,對中國傳統數學的容圓問題從幾個方面做了推廣,特別是用西方數學的圓錐曲線、軌跡方法及邏輯推理等知識解決新的容圓問題,其中不乏頗具新意的創見和成果。
  8. Some results about median point of any polygon and orthocenter of any inscribed polygon of a circle

    面向軟體過程的成本度量和控制方法
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