# ZHI GAH - GNAW THROUGH

This book is the ninth of 18 in the projective geometry series & was published on August 30, 1955.

**This book is about calculation & parametric curves**

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? Link | Subject in English |

0 | Introduction & decode of book name ZHI GAH = Gnaw Through |

1 | First degree pencil |

2 | Calculate Fluxion |

3 | Ellipse Rule |

4 | Parabola calculate design |

5 | Another Ellipse Rule |

6 | Another circle calculate design rule |

7 | Circle calculate design element table - use similar triangle angle function freely |

8 | Hyperbola calculation design |

9 | Secant calculate |

10 | Calculate area of triangle |

11 | Reciprocal root condition |

12 | Imaginary number example |

13 | Fixed angles |

14 | Tangent secant rule |

15 | Pascalia Example |

16 | Algebraic proof of conic condition |

17 | Three secant example |

18 | Projection 4 points with same lambda |

19 | Logarithm path |

20 | Calculate equal spiral example |

21 | Cissoid |

22 | Square 3D Root |

23 | Construct two mean geometric surface |

24 | Double 3D square |

25 | Affine Cissoid |

26 | Construct Cissoid |

27 | Self duality example |

28 | Conchoid |

29 | Construct conchoid 3D square root |

30 | Choose solid square root case |

31 | Compare Rule |

32 | Circle, hyperbola construct double 3D square |

33 | Parabola make 2 mean geometric surface corresponding 3D square root |

34 | Circle hyperbola construct choose angle |

35 | Quadratrix construct divide angle |

36 | Triangle correspond side equal walk form sufficient reason proof Pythagoras rule |

37 | Careful - use this teaching with the Great Work & practice examples etc. |

Click here for large cover design for Gnaw Through |

### Tags

- gnaw through
- projective geometry
- ming
- zhi gah
- cfr

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