1. What must be the pull in a L(10) meters tape in order to remove correction, given the following? a = M x10“ m² Weight of tape, 11 N E= 2x10" N/m² Po = G kg The tape lenoth is supported at both ends
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Equivalents
G = 6
M = 4
L = 8
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- Distance is measured as 605.75m with a 50-m tape supported on quarters with a pull of 6.5kg. The standard pull of the tape is 5.2kg; its weight is 1.10kg, E=2.02x10^6 kg/sqcm, and the unit weight is 0.03kg/cubic cm. a. What is the correction due to tension? b. What is the total correction due to sag? c. What is the corrected length?In every measurement, a 100-meter tape is suspended at the ends under a pull of 15 kg. It isalso supported at 30 m and 75 m marks. If the tape is used to measure a 543.25 long line,determine the total correction due to sag? The tape weighs 5 kg.A line was found to be 2,395.25 m long when measured with a 30 m tape under a steady pull of 3 kg. at a mean temperature of 30°C. The tape was held in the air and supported at both ends and at every one third of the tape. Determine the correct length of the line if the tape used is of standard length at 20°C under a pull of 5 kg. Assume the cross-sectional area of tape to be 0.02 cm2, Elastic Modulus as 2.10 x 106kg/cm2, weighs 0.05 kg/m, and a Coefficient of Thermal Expansion to be 0.0000116/°C.
- SHOW COMPLETE SOLUTION Two blocks A and B of weights WA and WB respectively rest on a rough inclined plane and are connected by a short piece of string as shown in the attached figure. If the coefficients of friction between the blocks and the plane are respectively nA = 0.2 and nB = 0.3, find (a) the angle of inclination of the plane for which sliding will impend, and (b) tension in the string.Take WA = WB = 20 N.A steel plate 2.2 m x 1.4 m x 100 mm thick is to be hoisted by a steel cable sling as shown in the figure. Assume the steel weighs 77.3 kN/cu.m. Determine the vertical displacement of the steel plate when suspended if the sling cable is 55 sq.mm. in area. The correct answer is 2.84. Show solution.20. Situation 22. For the built-up shape shown in the figure, determine: a. The location of plastic neutral axis form the top edge of the flange in mm. ____ b. The plastic section modulus about the horizontal axis. ______ x10^6 mm^3 (3 decimal places) c. The plastic moment with bending about the vertical axis if Fy = 345 MPa. _______kN-m (rounded to the nearest whole number)
- Flat plate of area 106 mm2 is pulled with a speed of 0.4 m/s. relative to another plate located at a distance of 0.1 mm from d. Find force and power (consider Dynamic viscosity = 2 poise)1. A simply supported beam carrying trust made of acacia. Determine the most economical size of beam made of Guijo if allowable bending stress is 21.808MPa and density is 6.87kN/m3 . Hint use d=2bIf the block is 1000kg, determine the value of frictional force if P is equal to 3200N. Usubstatic=0.50, Usubkinetic=0.35. A. 9810N B. 0 C. None of these D. 4905N
- A 50-m steel tape is of standard length under a pull of 55 N and a temperature of 20°C when supported throughout its entire length. The tape weighs 0.055kg/m, has a cross sectional area of 0.04 cm² and a modulus of elasticity of 2x10⁶ kg/cm². This tape was used in the field to measure a distance that was determined to be 501.650 m. At the time the measurement was made, the constant pull applied was 80 N with the tape supported only at endpoints. During the measurement the temperature was observed to be at an average of 18°C. Use a = 11.6x10-6 m/"C a. Determine the correction due to tension. b. Determine the correction due to change in temperature. C. Determine the correction due to sag. d. Determine the correct length of the line.A 50-m steel tape is of standard length under a pull of 55 N and a temperature of 20°C when supported throughout its entire length. The tape weighs 0.055kg/m, has a cross sectional area of 0.04 cm² and a modulus of elasticity of 2x106 kg/cm². This tape was used in the field to measure a distance that was determined to be 501.650 m. At the time the measurement was made, the constant pull applied was 80 N with the tape supported only at endpoints. During the measurement the temperature was observed to be at an average of 18°C. Use a = 11.6x10-6 m/" a Determine the correction due to tension. b. Determine the correction due to change in temperature. C. Determine the correction due to sag. d. Determine the correct length of the line.A steel tape is 100 m long at a temp. of and a pull of 10 kg. It was used to measure a distance of 624.95 m at a temp. of with an applied pull of of 15 kg during measurement with the tape supported at both ends. Weight of tape is 0.04kg/m and a cross sectional area of Compute the sag correction.