Elementary Surveying: An Introduction to Geomatics (15th Edition)
Elementary Surveying: An Introduction to Geomatics (15th Edition)
15th Edition
ISBN: 9780134645964
Author: GHILANI
Publisher: PEARSON
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Chapter 11, Problem 11.29P
To determine

The three-dimensional position of the occupied station P.

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A B 0 B F C The force F = 319 N acts on the frame shown in picture. Resolve this force into components acting along memebers AB and AC to determine the magnitude of each component. The angle mesurements are 0 = 33° and B = 40°. magnitude in member AB in Newton: N magnitude in memeber AC in Newton: N
The force vector F has a magnitude of F = 450 lb and acts 15.7° with respect to vertical as at point A at an angle → = shown. The force F is balanced by the tension forces parallel to the two rods AC and AB such that the vector equation → F+F AC + FAB = 0 is satisfied. Determine the tension forces in the two rods in Cartesian Vector Notation. с a b B CC + BY NC SA 2013 Michael Swanbom A NF Values for dimensions on the figure are given in the following table. Note the figure may not be to scale. Variable Value a 5.9 ft b C 3 ft 3.1 ft FAC = FAB= ĵ) lb lb + +
F2 Y B V 5 4 3 F1 X F3 → The given forces are F₁ = 20 kN, F2= 28 kN, and F3 = 61 kN, with given ratio for F₁ and angles of B = 51° and y = 67°. Find the resultant force. First in Cartesian Vector Notation: FR = 2 + j) kN Then, find the magnitude and direction: magnitude in kN: kN conventional direction (counter clockwise from positive X axis) in degrees: deg
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