This document contains slides from a presentation or document on projections of straight lines in space. It includes sections on lines parallel or perpendicular to reference planes, finding the true length and inclinations of a line, rotating plane methods, midpoint problems, and a three slide table with the projections of straight lines in different orientations in space. The document appears to be from a textbook on engineering graphics and contains examples and practice problems related to projecting lines in three dimensions.

1. SLIDE – 11.0
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2.  Page: 11.1 Introduction
 Fig: 11.1 True Length and True inclination
 Art: 11.5 Lines parallel to both the Reference Planes
 Prob: 11.1 Lines parallel to both HP and VP
 Art. 11.6.1 Line parallel to HP and perpendicular to VP
 Prob: 11.4 Line parallel to HP and Perpendicular to VP
 Art: 11.6.2 Line parallel to VP and Perpendicular to HP
 Prob: 11.7 Line parallel to VP and Perpendicular to HP
 Art:11.7.1 Line parallel to VP and Inclined to HP
 Prob: 11.13 Line parallel to V.P. and inclined to H.P.
 Art: 11.7.2 Line parallel to H.P. and inclined to V.P.
 Prob: 11.19 Line parallel to H.P. and inclined to V.P.
 Prob: 11.15 Line parallel to H.P. and inclined to V.P. (First Q)
 Art: 11.8 Line inclined to both H.P. and V.P.
SLIDE – 11.0
Refer: Engineering Graphics for Degree
By Prof. P.I. Varghese
For Getting More Details
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3.  Art: 11.9 Finding true length of a line and its inclinations with H.P.
and V.P
 Fig: 11.28 True length and true inclinations of given line
 Rules: Projections of Straight Line
 Art: 11.11 Rotating Plane method
 Prob: 11.24 Projections of a Line inclined to both H.P. and V.P
 Art: 11.12 Lines inclined to both the planes
 Prob: 11.34 Projections of line inclined to both planes
 Art: 11.16 Lines inclined both the reference planes (ST and VT given)
 Art: 11.17 Midpoint problems
 Prob: 11.57 Pojection of line parallel to P.P.
 Prob: 11.89 Projections of a Line inclined to both (HT and VT given)
 Table:11.1 Projections of Straight line in space (3 Slides)
SLIDE – 11.00
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4. SLIDE – 11.1
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5. SLIDE – 11.2
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6. SLIDE – 11.3
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7. SLIDE – 11.4
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8. SLIDE – 11.5
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9. SLIDE – 11.7
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10. SLIDE – 11.6
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11. SLIDE – 11.8
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12. SLIDE – 11.9
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13. SLIDE – 11.10
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14. SLIDE – 11.11
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15. SLIDE – 11.12
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16. SLIDE – 11.13
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17. SLIDE – 11.14
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18. SLIDE – 11.15
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19. SLIDE – 11.16
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20. SLIDE – 11.17
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21. SLIDE – 11.18
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22. SLIDE – 11.19
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23. SLIDE – 11.20
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24. SLIDE – 11.21
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25. SLIDE – 11.22
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26. SLIDE – 11.23
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27. SLIDE – 11.24
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28. SLIDE – 11.25
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29. SLIDE – 11.26
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30. SLIDE – 11.27Table: 11.1 Projections of straight Lines in space
See Next Slide
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31. SLIDE – 11.28
See next Slide
Table: 11.1 Contd..
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32. SLIDE – 11.29Table: 11.1 Contd..
This is a Table taken from the book Engineering Graphics by
Prof. P.I. Varghese and Published by McGRAW Hill Education
Private Ltd., New Delhisajanedu.blogspot.in