A tape weighting 2 lb (A=0.006 sq.in.); E=29,000,000 psi) has a length of 100.00 ft under a pull of 10 lb when supported for its full length. The tape is used to measure a line with the tape supported at its ends and in the center with a pull of 35 lb. if the value obtained is 2686.xx ft., what should the correct distance be? Know: W= 2 lb. L₁= 100.00 ft. P₁= 10 lb A=0.006 sq. in. total measured distance= 2686.xx ft. Find sage correction, pulling correction and true measured distance E=29,000,000 psi p= 35 lb

A tape weighting 2 lb (A=0.006 sq.in.); E=29,000,000 psi) has a length of 100.00 ft under a pull of 10 lb when supported for its full length. The tape is used to measure a line with the tape supported at its ends and in the center with a pull of 35 lb. if the value obtained is 2686.xx ft., what should the correct distance be? Know: W= 2 lb. L₁= 100.00 ft. P₁= 10 lb A=0.006 sq. in. total measured distance= 2686.xx ft. Find sage correction, pulling correction and true measured distance E=29,000,000 psi p= 35 lb

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter1: Introduction To Statics

Section: Chapter Questions

Problem 1.12P: A differential equation encountered in the vibration of beams is d4ydx4=2D where x = distance...

See similar textbooks

Similar questions

The least count of the main scale of a screw gauge is 1 mm. The minimum number of divisions on its circular scale required to measure 5 um diameter of a wire is (a) 50 (b) 200 (c) 500 (d) 100 The pitch and the number of divisions, on the circular scale for a given screw gauge are 0.5 mm and 100, respectively. When the screw gauge is fully tightened without any object, the zero of its circular scale lies 3 divisions below the m an line. The readings of the ain scale and the circular scale for a thin sheet ar 5.5 mm un 18 respectively, the thickness of this sheet is (а) 5.950 mm (c) 5.755 mm (b) 5.725 mm (d) 5.740 mm
A Final-163 - S1 1.pdf - Adobe Acrobat Reader DC (32-bit) O X File Edit View Sign Window Help Home Tools Final-163 - S1 1.pdf x Sign In 2 / 5 図。 138% Search 'Crop Page' Export PDF Q.1) For the plate shown in figure, determine the forces in three ropes if the plate weighs 1.6 kN. bE Edit PDF Create PDF Comment Combine Files 1,2 m EI Organize Pages D Compress PDF 0.8 m y B 0.8 m 2 Redact L0.9m 0.9 m C Protect l Fill & Sign 2 Send for Comme. Convert, edit and e-sign PDF forms & agreements Free 7-Day Trial
A differential equation encountered in the vibration of beams is d4ydx4=2D where x = distance measured along the beam; [x]=[L] y = displacement of the beam; [y]=[L] = circular frequency of vibration; []=[T1] = mass of the beam per unit length; []=[ML1] D = bending rigidity of beam; [D]=[FL2] Show that the equation is dimensionally homogeneous. Note that [F]=[MLT2] see Eq. (1.21:).
Convert 22C to Fahrenheit.
The plot below of load vs. extension was obtained using a specimen (shown in the following figure) of an alloy remarkably similar to the aluminum-killed steel found in automotive fenders, hoods, etc. The crosshead speed, v, was 3.3x104 inch/second. The extension was measured using a 2" extensometer as shown (G). Eight points on the plastic part of the curve have been digitized for you. Use these points to help answer the following questions. 1. 900 800 (0.10, 630 ) 700 (0.50, 745) (0.30, 729) 600 (0.20, 699) (0.40, 741.5) 500- (0.004, 458) (0.80, 440 ) - 400 (0.0018, 405) 300 D= 3.3 " 0.03" 200 G=2.0" 100 - 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 Extension, inches a. Determine the following quamtities. Do not neglect to include proper units in your answer. Young's Modulus Total elongation Yield stress Ultimate tensile strength Uniform elongation Engineering strain rate Post-uniform elongation b. Construct a table with the following headings, left-to-right: Extension, load, engineering strain,…
Optimum Mechanics Co. lifted a car weighing 3184 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.143 >ft B: < 4.954 4.997 0 > ft C: < 6.6 -4.997 0 > ft D: < -7.029 -4.997 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x-component of the Tension in AE. 2.) Determine the y-component of the Tension in AE. 3.) Determine the z-component of the Tension in AE.
Optimum Mechanics Co. lifted a car weighing 3184 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.143 >ft B: < 4.954 4.997 0 > ft C: < 6.6 -4.997 0 > ft D: < -7.029 -4.997 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x component of Vector AE. 2.) Determine the y-component in Vector AE. 3.) Determine the z-component in Vector AE.
Optimum Mechanics Co. lifted a car weighing 3184 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.143 >ft B: < 4.954 4.997 0 > ft C: < 6.6 -4.997 0 > ft D: < -7.029 -4.997 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x component of Vector AB. 2.) Determine the y-component in Vector AD. 3.) Determine the y-component in Vector AD.
Optimum Mechanics Co. lifted a car weighing 3184 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.143 >ft B: < 4.954 4.997 0 > ft C: < 6.66 -4.997 0 > ft D: < -7.029 -4.534 0 > ft E: < -5.439 4.997 0 > ft 1.) Determine the x component of the unit Vector AB. 2.) Determine the y-component of the unit Vector AB. 3.) Determine the z-component of the unit Vector AB.
5. Find the length in feet 0f 9/16 inch diameter rope required to fill a drum having the following dimensions: B = 24 in., D = 18 in. , H = 30 in. (K = 0.741)
Optimum Mechanics Co. lifted a car weighing 2892 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.213 >ft B: < 4.737 4.02 0 > ft C: < 6.767 -4.02 0 > ft D: < -7.276 -4.908 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x component of Vector AB. 2.) Determine the y-component in Vector AD. 3.) Determine the y-component in Vector AD. 4.) Determine the x-component of the Tension in AE. 5.) Determine the y-component of the Tension in AE. 6.) Determine the z-component of the Tension in AE.
A tape 30m long of standard length a 29Celcius was used to measure a line the mean temperature during measurement was 15Celcius, the measured distance was 221.65 m, the following being the slopes:1 degree 10’ for 60 m2 degree 20’ for 30 m5 degree 18’ for 30 m4 degree 40’ for 12 m1 degree 30’ for 30 m3 degree 48’ for 30 m7 degree 20’ for 18 m1 degree 20’ for 11.65 mFind the true length of the line if the coefficient of expansion is 116x10^-7 per 1Celcius