Download presentation

Presentation is loading. Please wait.

Published byCarley Amberson Modified over 2 years ago

1
Relative position between lines and planes School of Mechanical Engineering of DUT

2
5-2-4 5-2-3(2) 5-2-1 5-2-2 5-2-3(1) 5-1-5(3.4) 5-3-5 5-3-4 5-3-1 5-3-2 5-3-3 5-2-5 5-1-5(1.2) 5-1-4(3.4) 5-1-2 5-1-3 5-1-4(1.2) 5-1-1 5-3-7 5-3-8 5-3-6

3
Multi-solutions （1）（1） 5-1-1 Construct a line parallel with the given plane through point A. Multi-solutions （2）（2） 中途按 ESC 退出

4
5-1-2 Construct a plane parallel with line DE,which contains line BC, and construct a H-perpendicular plane parallel with line DE through point A. 中途按 ESC 退出

5
5-1-3 Construct a plane parallel with the given plane through point A. requirements: (1)with a triangle;(2)with two intersection lines. （1）（1）（2）（2） 中途按 ESC 退出

6
（1）（1）（2）（2） 5-1-4(1)(2) Find the piercing point K between given plane and line, and ascertain visibility for questions (1),(2), and (4). 中途按 ESC 退出

7
5-1-4(3)(4) Find the piercing point K between given plane and line, and ascertain visibility for questions (1),(2), and (4). （4）（4） （3）（3） 中途按 ESC 退出

8
5-1-5(1)(2) Find the intersecting line MN between two given planes, and ascertain visibility for them. 中途按 ESC 退出

9
` 5-1-5(3)(4) Find the intersecting line MN between two given planes, and ascertain visibility for them. 中途按 ESC 退出

10
5-2-1 Find the intersection point K between given line and plane, then ascertain visibility of them. 中途按 ESC 退出

11
5-2-2 Find the intersection point K between given line and plane, then determine visibility. Please discover as many methods as possible to solve the problem. 中途按 ESC 退出

12
5-2-3(1) Find the intersection point K between given line and plane, then ascertain visibility of question (1). （1）（1） 中途按 ESC 退出

13
5-2-3(2) Find the intersection point K between given line and plane, then ascertain visibility of question (1). （2）（2） 中途按 ESC 退出

14
(1) 5-2-4 Find a normal line for the given plane through point N, and locate the orthogonal intersection point S. 中途按 ESC 退出

15
5-2-5 Find point trajectory which has equal distance from point A and B. 中途按 ESC 退出

16
5-3-1 Find a normal line for the parallelogram KLMN through point A. 中途按 ESC 退出

17
答： No 5-3-2 Determine if the two given planes are perpendicular or not through drawing. 中途按 ESC 退出

18
（1）（1）（2）（2） 5-3-3 Construct a plane P (with a trace line) perpendicular to line segment AB through point A. 中途按 ESC 退出

19
（1）（1）（2）（2） 5-3-4 Construct a plane perpendicular to triangle DEF, which contains line AB. 中途按 ESC 退出

20
5-3-5 Construct a line KL through point K, which is parallel with triangle ABC and H-perpendicular plane P. 中途按 ESC 退出

21
5-3-6 Construct a plane through point K and perpendicular to both triangle ABC and V-perpendicular P. 中途按 ESC 退出

22
5-3-7 Given EFG is perpendicular to ABC, Complete the horizontal projection of EFG. 中途按 ESC 退出

23
5-3-8 Construct a plane passing through point K, make it perpendicular to CDE and parallel with line AD. 中途按 ESC 退出

Similar presentations

OK

Chapter 7 Coordinate Geometry 7.1 Midpoint of the Line Joining Two Points 7.2 Areas of Triangles and Quadrilaterals 7.3 Parallel and Non-Parallel Lines.

Chapter 7 Coordinate Geometry 7.1 Midpoint of the Line Joining Two Points 7.2 Areas of Triangles and Quadrilaterals 7.3 Parallel and Non-Parallel Lines.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Download ppt on f block elements Ppt on careers in science Ppt on agriculture download Ppt on eia report on oil Ppt on index numbers page Ppt on nuclear family and joint family quotes Ppt on unity in diversity studio Best ppt on earth day by alex Ppt on viruses and bacteria worksheet Ppt on land pollution