Calculated Industries 4090 User Manual
Page 70

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Calculating Angles Between Objects (“Angle Between”)
The Triangle, having a total of 180°, is the basic logic used to solve
for the angle between two objects. To accomplish this task, two
measurable Triangles are established between the objects for the
purpose of finding the angles C, A, and A2, as indicated in the
example below. Subtracting the sum of Angles C, A, and A2 from
180° gives us the “Angle Between” the two objects.
The calculations to solve for the next application are based on the
dimensions being slant lengths as it would be in any dimensions
actually taken in the field. The actual length must be established
prior to finding the “Angle Between” (AB).
See also other documents in the category Calculated Industries Calculators, organizers:
- 4215 (64 pages)
- 4225-B (52 pages)
- 4225-C (52 pages)
- 44060 (134 pages)
- 4050 Metric Edition (44 pages)
- 4050 (52 pages)
- 4050 v3.1 (52 pages)
- 4050-F (52 pages)
- 4054 (52 pages)
- 4045-B (54 pages)
- 4045 (26 pages)
- 4067 Pocket Reference Guide (52 pages)
- 4067 User Guide (23 pages)
- 4065 v3.0 (108 pages)
- 4065 v3.1 Pocket Reference Guide Construction Master Pro (39 pages)
- 4065 v3.1 Pocket Reference Guide Advanced Consnruction-Math (40 pages)
- 4065 v3.1 User Guide (110 pages)
- 8030 (44 pages)
- 5025 (48 pages)
- 5065 (71 pages)
- 5070-A Pocket Reference Guide (45 pages)
- 5070-B Pocket Reference Guide (46 pages)
- 5070-A User Guide (66 pages)
- 5070-B User Guide (66 pages)
- 4315 (56 pages)
- 4320 (51 pages)
- 4325 (53 pages)
- 4019 (40 pages)
- 4018 (38 pages)
- 4015 (84 pages)
- 4020 (39 pages)
- 4095-A Pocket Reference Guide (36 pages)
- 4095-B Pocket Reference Guide (38 pages)
- 4095-C Pocket Reference Guide (23 pages)
- 4095-A User Guide (50 pages)
- 4095-B User Guide (68 pages)
- 4095-C User Guide (65 pages)
- 4094 Pocket Reference Guide (38 pages)
- 4094 User Guide (44 pages)
- 8545 (48 pages)
- 4400 (50 pages)
- 8015 (64 pages)
- 8020 (52 pages)
- 8025 (47 pages)