The observed interior angles of a triangle are A = 35°14'37", B = 96° 30' 09", and C= 48°15'05". Determine the most probable value of each angle. (No Probable Error will be computed) %3D Notes: a) Sum of all angles should be equal to the theoretical sum of interior angles of triangles. b) Calculate the difference of the values computed from a. c) Distribute the correction to each angles.
The observed interior angles of a triangle are A = 35°14'37", B = 96° 30' 09", and C= 48°15'05". Determine the most probable value of each angle. (No Probable Error will be computed) %3D Notes: a) Sum of all angles should be equal to the theoretical sum of interior angles of triangles. b) Calculate the difference of the values computed from a. c) Distribute the correction to each angles.
Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter7: Length And Length-related Variables In Engineering
Section: Chapter Questions
Problem 42P
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Transcribed Image Text:The observed interior angles of a triangle are A = 35°14'37", B = 96° 30' 09", and C=
48°15'05". Determine the most probable value of each angle. (No Probable Error will be
computed)
%3D
Notes:
a) Sum of all angles should be equal to the theoretical sum of interior angles of triangles.
b) Calculate the difference of the values computed from a.
c) Distribute the correction to each angles.
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