DVC Planners Layout Manual TOC Page 8 Looking at Trig Page 7:Triangles Page 9: Common Sense Formulas Page 2 Order in the Math Page 3 English Decimal Page 5: Planes, Plane and Solid Geometry Page 14 Solving Triangles Page 12: Pythagorean Theorem Page 6: Circles Page 10: Right Angle Triangles Page 11: Where Two Sides are Known Page 13 Intersecting Lines and Angle RelationsPublished:Wed, 30 Dec 2009 18:07:12 GMT
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INTERSECTING LINES AND ANGLE RELATIONS
The two horizontal line segments are parallel to each other and perpendicular to the vertical line segment. For this illustration the # angle should not be less than 90 degrees and the * angle should not be greater than 90 degrees although most of the relations will still be true even if they are. For example * + # is still equal to 180 degrees no matter if * is greater or lesser than 90. Same for ? + $.
Pay real close attention to this lesson. These angles are very important because the angle you may need is not the angle that the engineer may have given you on the blueprint.
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1. If * = 30 degrees What is #: __________ |
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