A supporting rope is loaded with a line load q(x) = q0 between points A and B. The rope shall be stretched such that the slope of the rope at point A is zero. If l = 10 m and h = 2.3 m, determine the (a) horizontal tensile force and (b) the maximum force in the rope.q0 (kN/m) = 20.627 q0 KN m) = 20.627A supporting rope is loaded with a line load qx) = q0 between points A and B. The rope shall bestretched such that the slope of the rope at point A is zero, ifI= 10 m and h = 2.3 m, determine the (a)horizontal tensile force and (b) the maximum force in the rope.

Given data q0 = 20.627 kN/m slope @A=0 l = 10 m and h = 2.3 m we have to find (a) horizontal tensile…

A supporting rope is loaded with a line load q(x) = q0 between points A and B. The rope shall be stretched such that the slope of the rope at point A is zero. If l = 10 m and h = 2.3 m, determine the (a) horizontal tensile force and (b) the maximum force in the rope. q0 (kN/m) = 20.627

A supporting rope is loaded with a line load q(x) = q0 between points A and B. The rope shall be stretched such that the slope of the rope at point A is zero. If l = 10 m and h = 2.3 m, determine the (a) horizontal tensile force and (b) the maximum force in the rope. q0 (kN/m) = 20.627

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Need asap. Show complete solution. Ty
5. A 50-m steel tape weighs 0.035 kg/m and is supported at mid-length and at its end points, and is used to measure a line AB with a steady pull of 6.5 kg. If the measured length of AB is 1045.78 m, determine the following: a) Correction due to sag between supports and for the whole tape length. b) total sag correction for the whole length measured. c) Correct distance between the ends of the tape.
The Resultant of the concurrent forces in the figure below is R = 201 KN, pointing up along y-axis. Compute the value of 0 in degrees to give this resultant. P1 = 470 and P2 = 205. Write the numerical value only and use two decimal places. P1 y1 R I+Y x1 30° F Two cables are tied together at C and loaded as shown. Determine the tension in cable AC in KN. P = 3.71 KN, x1 = 6.0 m, x2 = 5.9 m, y1 = 5.0 m, and y2 = 4.0 m. Write numerical value only and in 2 decimal places. B A 2 m P2 + X C P x2 y2
Consider the following beam ABC, loaded as shown in figure. The cable passes over a small frictionless pulley at C, and supports a weight W. A L. f 3L B p N Cable C W For W = 10 kN, maximum (absolute) shear force in the beam AB is integer) (in kN, in
Determine the tension P in the cable which will give the 100-lb block a steady acceleration of 5 ft/sec² up the incline. 100 lb 30° P 30⁰ Hk = 0.25 Ans. P 43.8 lb =
Q5. A rigid bar AB (see figure) is subjected to a force P, and supported by a steel tie DC having a circular cross-section 20 mm in diameter. Determine the maximum permissible load P. The allowable stress for the material of the rod CD is 1600 kg/cm2. Answer: P = 1-2 t
A simply supported beam AB = 10 m has a hollow rectangular cross-section with 10 cm as width, 23 cm as depth and inner thickness as 2 cm is subjected to a point load of 8 N & 9 N acting at C and D respectively and a uniformly distributed load (UDL) of 8 N/m starts from mid-span and ends at the right support of the beam. Determine the maximum bending stress and the bending stress at 2 cm from the top. Take AC = 1 m & CD = 1 m. iv) Maximum Bending Moment (Please write the Maximum bending moment valve in "Nm") = v) Moment of Inertia, I = vi) Maximum bending stress = vii) Bending stress at 2 cm from the top =
Hoi Problem II. A supporting rope is loaded with a line load q(x) = q0 between points A and B. The rope shall be stretched such that the slope of the rope at point A is zero. If (= 10 m and h = 2.3 m, determine the (a) horizontal tensile force and (b) the maximum force in the rope. q0= 36.137 kn B
Show complete solution asap
Cable ABC supports two loads m1 = 60 lb and m2 = 144 lb as shown. Knowing that b = 21 ft, determine the required magnitude of the horizontal force P and the corresponding distance a 12 ft 9 ft A a ·b B m1 C m2 P
Identify all the forces applied in the FBD. show complete FBD and solution
RCC.