PROBLEM 2 In the assembly shown, sags of s and 1.5 s resulted when the two cylinders were suspended from the rings at A and B, respectively. If s 0 when the cylinders are removed, determine the following: art IV to cop e the a. the horizontal distance x (mm) moved by point P b. the mass (kg) of the two cylinders (" c. the forces (N) in the two springs d. the tension (N) in cable AB ( e. the spring constant kac ( If of Uni y be subject to copyright infrin 1.5 m -2 m this material. The Mater The -2m of your No do nt to Part IV: The Law on Copyright of 1.5 orks that are subject to copyright pro nd the copyright owners have the righ

PROBLEM 2 In the assembly shown, sags of s and 1.5 s resulted when the two cylinders were suspended from the rings at A and B, respectively. If s 0 when the cylinders are removed, determine the following: art IV to cop e the a. the horizontal distance x (mm) moved by point P b. the mass (kg) of the two cylinders (" c. the forces (N) in the two springs d. the tension (N) in cable AB ( e. the spring constant kac ( If of Uni y be subject to copyright infrin 1.5 m -2 m this material. The Mater The -2m of your No do nt to Part IV: The Law on Copyright of 1.5 orks that are subject to copyright pro nd the copyright owners have the righ

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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In the assembly shown, sags of s and 1.5 s resulted when the two cylinders were suspended from the rings at A and B, respectively. If s = 0 when the cylinders are removed, determine the following: a. the horizontal distance x (mm) moved by point B/ b. the mass (kg) of the two cylinders , c. the forces (N) in the two springs,. d. the tension (N) in cable AB e. 2 m aterial. The Mate 1 m 2 m Thi our 1.5 m may be subject to copyright i pepertyo do www nt to Part IV: The Law on Copyright 1.5s works that are subject to copyright nd the copyright owners have the c Note: Use 9.81m/s? for the icate y be s. constant and kap=134 N/m. Parameter and ommune s = 0.8 + 0.0003*345 0.9035 m s = 0.8 + 0.0003*XYZ m [2|0|2|1||1| 3|6|2|1 Example Student Number (SN) mww
The 6 m uniform rod as shown below weighs 1000 N. Segment AB and BC is 4 m long. The cable acts at a third length of the rod. Determine the following: a.) The Reaction at Point A. b.) The Tension at Point D. c.) The Reaction at Point C.
*The member is supported by a pin at A and cable BC. Suppose that r = 3.5 m and the cylinder has a mass of 40 kg* Pt A : Determine the tension in the cable BC. Pt B: Determine the components of reaction force at the support A using scalar notation. Pt C: Determine the components of moment of reaction at the support A.
STATICS 1. Three bars, hinged at A and D and pinned at B and C as shown, form a four-link mechanism. Determine the value of P that will prevent motion. ( 60° В 45° 45 60" P 20 kN A. 2. Solve for resultant and compute the values of P and F. Assuming each side is 1' A B D 361 Ib 3. Determine the reactions at A, B, C, and D W = 200 kN W = 400 kN 1m 2 m 5.6 m
7. The homogeneous 100-kg sign is suspended from three wires. Find the tension in each wire. A 2 m B. 1.5 m
3. A uniform meter stick of length L = 100.0cm is held in equilibrium by two fulcrums A and B. The weight of the meter stick is 100.0 newtons. Fulcrum A is at the 12.0 cm mark of the meter stick. Fulcrum B is at the 62.0 cm mark of the meter stick. L A\ B 18 Calculate the force each fulcrum exerts on the meter stick in newtons.
4.00 kg block is attachedto a vertical rod by meansof two strings. When the systemrotates about the axis of the rod,the strings are extended as shownin Fig. and the tensionin the upper string is 80.0 N. (a)What is the tension in the lowercord? (b) How many revolutionsper minute does the system make?(c) Find the number of revolutionsper minute at which the lowercord just goes slack. (d) Explainwhat happens if the number ofrevolutions per minute is less thanthat in part (c).
2. The spherical steel weighs 15 kN with a diameter of 6 m. The lengthof distance AB is 8 m.Determine the following:a.) The Tension at Point A.b.) The Reaction at Point B.
The linkage shown is used in a vehicle suspension system. Find the forces indicated below when a static force of F = 1000 lb is applied to the tire at point C at an angle of 0 = 17° as shown. Assume the connection of the wheel to member AB is rigid. 1 h₁ K: LOFF 0 W₁ h₂ h3 h4 h5 B W₁₂ AXHIMAL W4 hs: h₂ cc i❀O BY NC SA 2013 Michael Swanbom W3 - W₁ Values for dimensions on the figure are given in the following table. Note the figure may not be to scale. Variable Value Variable Value h₁ 6.6 in W1 7.5 in 16.6 in W2 4.6 in 14.6 in W3 8.3 in 10.2 in W4 6.2 in 5.2 in W5 9.7 in
The bars AB and BC of the frame shown are each of length L and connected by a pin at B in addition to the cable DE. For the loading shown, find the tension in cable DE. Given: F1= 489 KN; F2 = 978 KN and e = 60° By Cable D F1 F2 Select one: O A. TDE =472.37 KN OB. TDE =423.47 KN OC. TDE =244.50 KN OD. TDE =325.67 KN L/2 L/2 L/2 LI2
2. The 6-kg frame AC and 4-kg uniform slender bar AB of length / is free to slide along a smooth fixed horizontal rod. a. Find the tension in the wire BC for a static case where the frame and bar are stationary. b. Now, with the the 80 N force applied find the tension in the wire BC. 60° to Q B 60° -80 N -x
The cylinder as shown below weighs 1000 N. It is supported by a rod with a cable at point B. Determine the following: a.) The Tension at Point B. b.) The Reaction at Point A.