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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SOLVING TRIANGLES
1. C = _________
2. D = _________
3. E = _________
The Following problem will probably be one of the most frequent trig problems that you will encounter while developing flat patterns with acute bend angles (See Acute Bends Page:40). You will have to use this problem when a dimension is given to the center of a radius or if it is dimensioned tangent to the outside of the material. The "A" dimension is one necessary for development. The formula is the same for acute and obtuse angles.
C bisects rays a & b
Rays a & b are tangent to circle
4. B = _________
5. D = _________
6. A = _________
7. C = _________
8. E = _________
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