| 1. | Plane-geometry fans will find suggestions for a proof of this in the prob .
平面几何学的爱好者将在此习题中找到证明此关系的建议。 |
| 2. | The affine transformation applied in the plane geometry
仿射变换在平面几何问题中的应用 |
| 3. | A research on the implicit geometry learning of superiority
平面几何图形内隐学习的优势效应 |
| 4. | Problems about definite value in plane geometry
平面几何中的定值问题 |
| 5. | Investigating on three planar geometric problems in mathematical competitions
对三道平面几何赛题的探讨 |
| 6. | An application of the theory of real number ' s continuity in plane geometry
实数连续性理论在平面几何上的应用 |
| 7. | Proving problems in plane geometry by equations of the system of straight lines
利用直线系方程证明平面几何问题 |
| 8. | From a text book on geometry ; " plane geometry as usually taught has several primary objectives
一本几何教科书上写道， “寻常教授的平面几何有几个基本目的。 |
| 9. | History is not linear and agriculture is not plane geometry . human behavior is more complex than that
历史是非线形的，农业亦非平面几何，人类的行为则更为复杂。 |
| 10. | Fluid instabilities become more complex in convergent geometry than planar geometry and many essential problems keep undone
相对平面几何而言，收缩几何中流体不稳定性问题更加复杂，目前研究得不够多，许多基本问题有待深入研究。 |
