例句與造句

1. He's well studied in geometry .
   他在幾何學(xué)方面有豐富的知識(shí)。
2. This latter geometry he called astral geometry .
   這后一種幾何他稱為星空幾何。
3. The geometry of the pavement is extremely important .
   道面的幾何尺寸非常重要。
4. The internal port geometry is thereby determined .
   這樣就定出了內(nèi)通道的幾何形狀。
5. We shall interrupt the history of projective geometry .
   我們要把射影幾何的歷史斷開。
6. It's difficult to find geometry in a sentence. 用geometry造句挺難的
7. The third line of development is that of higher geometry .
   第三條發(fā)展路線是高等幾何學(xué)。
8. Rigour is the concern of philosophy and not of geometry .
   嚴(yán)密為哲學(xué)而不為幾何學(xué)所關(guān)心。
9. This case can no longer be handled by elementary geometry .
   這種情形初等幾何已經(jīng)無能為力。
10. Geometry is developed rigorously from a postulational base .
    從公設(shè)的基礎(chǔ)上嚴(yán)謹(jǐn)?shù)赝蒲輲缀螌W(xué)。
11. Their study is called the intrinsic geometry of the surface .
    它們的研究被稱做曲面的內(nèi)蘊(yùn)幾何。
12. The component layers have the geometry of stratigraphic units .
    成分層具有地層單元的幾何形態(tài)。
13. The synthetic geometers were developing projective geometry .
    綜合幾何學(xué)家們在發(fā)展射影幾何學(xué)。
14. He had espoused the joint use of analysis and pure geometry .
    他贊成聯(lián)合運(yùn)用解析幾何與純粹幾何。
15. By the laws of geometry we can find the displaced joint positions .
    由幾何定律可以求出變形后的節(jié)點(diǎn)位置。
16. He did not grant independent existence to the non-euclidean geometries .
    他不承認(rèn)非歐幾里德幾何的獨(dú)立存在性。
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