100m tape weighing 5.08 kg was used to measure a line. It was supported at the end points, midpoints, and quarter points and the tension applied is 60 Newtons the total measured distance is 2345.76 m, what is the correct distance of the line? A. 2343.67 C. 2341.55 B. 2344.63 D. 2342.76 In every measurement, a 100-meter tape is suspended at the ends under a pull of 15 kg. It is also supported at 30 m and 75 m marks. If the tape is used to measured 543.25 long line, determine the total correction due to sag? The tape weighs 5kg. A.±0.062 C. ±0.336 B. 542.914 D. 543.586 Ps. with solution, please.

100m tape weighing 5.08 kg was used to measure a line. It was supported at the end points, midpoints, and quarter points and the tension applied is 60 Newtons the total measured distance is 2345.76 m, what is the correct distance of the line? A. 2343.67 C. 2341.55 B. 2344.63 D. 2342.76 In every measurement, a 100-meter tape is suspended at the ends under a pull of 15 kg. It is also supported at 30 m and 75 m marks. If the tape is used to measured 543.25 long line, determine the total correction due to sag? The tape weighs 5kg. A.±0.062 C. ±0.336 B. 542.914 D. 543.586 Ps. with solution, please.

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)

5th Edition

ISBN:9781305084766

Author:Saeed Moaveni

Publisher:Saeed Moaveni

Chapter7: Length And Length-related Variables In Engineering

Section: Chapter Questions

Problem 42P

See similar textbooks

Similar questions

A 100-meter tape weighing 5.08 kg was used to measure a line. It was supported at the end points, midpoint, and quarter points and the tension applied is 60 N. If the total measured distance is 2432.65 m, what is the correct distance of the line?
A 20 m tape was used for measuring a line at an average temperature of 65º F. The measured distances on the ground and slope of the ground are as given below: 2º 18′ for 125 m 3º 30′ for 250 m 1º 42′ for a distance of 170 m If the temperature at which tape was standardised is 80º F, find the true length of the line. Take α = 6.2 × 10^(–6) /ºF.
A line is regarded as 485 m long. It is measured with a 500 grams tape which is 30.05 m long at 20°C under a 4.5 kg pull supported throughout its length. During measurement the temperature is 4.5°C and the tape is suspended under a 6.5 Kg pull. The line is measured at 3% grade. What is the true horizontal distance? ◦E=2x106 kg/cm2 ◦v =126.54 cm3/kg Given: Nominal Tape Length L1 Total weight of tape W Standard Temperature of Tape T1 Temperature during measurement T2 Standard Pull of Tape P1 Pull applied during measurement P2 Measured Distance Di correction due incorrect tape length Ci Ground slope S Cross-sectional area of the tape A Solution correction per tape length (correction per 30-m length) incorrect tape length CI Question Blank 11 of 20 meter temperature correction CT Question Blank 12 of 20 meter pull correction CP Question Blank 13 of 20 meter sag correction CS Question Blank 14 of 20 meter slope correction (approximate method) CSL…
A 100 m tape weighing 3 kg was standardized and found to be 0.02 m short at temperature of 10degC and a 30 N pull when supported throughout. The 1324.55 – meter distance measured is an inclined distance whose difference in elevation between the points is 2 m. What is the correct distance? a. 1 324.28 m b. 1 234.18m c. 1 345.83 m d. 1 432.11 m
What must be the pull in a (7)(10) meters tape in order to eliminate the sag and temperature correction, given the following? a = 7x10% m? E = 2x101 N/m? Weight of tape, 11 N Po = 10kg To = 22°C T = 20°C K= 0.0000116/°C The tape length is supported at both ends. Fundamentals of surveying
A line was measured with 20-m tape. There were 3 tallies and 6 pins, and the distance from the last pin and the end of the line was 3.75 m. Find the length of the line in meters. A. 723.75 C. 654.75 B. 856.25 D. 768.75 The distance from A to B taken at elevation 1200 m above sea level is 6570 m. Determine the sea-level distance. Assume that the average radius of earth is 6400 km. A. 6568.77 m C. 6564.12 m B. 6569.21 m D. 6562.13 m In every measurement, a 100-meter tape is suspended at the ends under a pull of 15 kg. It is also supported at 30 m and 75 m marks. If the tape is used to measured 543.25 long line, determine the total correction due to sag? The tape weighs 5kg. A.±0.062 C. ±0.336 B. 542.914 D. 543.586 Determine the correct length of a line, 256.32 m long, measured using a 50 m steel tape at 38 °C. The steel tape was calibrated at 20 °C. A 256.310 C. 256.374 B. 256.266 D. 256.330 ps. with solution,…
A steel tape is 100.00 ft long and has a weight of 0.0225 lb/ft and is used to measure a line from A to B in two segments (one full tape length and one partial tape length), supported at the ends only for each of the two segments. The recorded distance is 181.83 ft. The pull at the time of measurement is 12 lb. What is the length of the line corrected for sag? (Assume that no other tape corrections need to be applied.)
A 50 m tape weighing 0.049 kg/m with a cross-sectional area of 0.05 sq. cm andmodulus of elasticity equal to 2x106 kg/cm2 is used in determining the distancesbetween two points. The tape is of standard length under a pull of 6.70 kg and atemperature of 25°C when supported throughout its entire length. The tape wasthen used in the field to measure a distance that was determined to be 378.123m. At the time the measurement was made, the constant pull applied was 9 kgwith the tape supported only at endpoints. During the measurement therecorded temperature was 17°C. Use a=11.6x10-6/°C. Determine the correctlength (in feet) of the line.
The measured length of an inclined distance was recorded to be 417.698 m long. The difference in elevation between the initial and end points was found to be 1.72 m. The 25 m tape is of standard length at temperature 13 ˚C. During measurement the temperature reading was 20˚C and the tape was supported at both ends with an applied pull of 72N. The tape has a weight of 0.549 kg/m. (K=0.0000116 m/˚C) Determine the corrected horizontal distance (in meters)
A 50m tape was used to measure a line DE. The adjusted distance of line DE is 120.23m long. If the tape is 0.04m too short, what is the measured distance? Show complete solution Use 3 decimals
A line was determined to be 2,651.56 meters when measured with a 30 m. steel tape supported throughout its length under a pull of 4 kg. at a mean temperature of 39 °C. Tape used is of standard length of 15 °C under a pull of 5 kg. Cross-sectional area of the tape is 3.95 mm^2. Determine the TOTAL ERROR of the LINE due to TEMPERATURE in meters. Round off to three decimal places. Input the magnitude only.
elementary surveying A 30-m tape weighing 1.5kg is of standard length under a pull of 6kg, supported for full length. The tape was used in laying a line 2,893.4m long on smooth level ground under a steady pull of 17kg. Assuming E = 3.2x10⁶ kg/cm² and the unit weight of steel to be 7.9x10⁻³ kg/cm³. 1.Determine the correction for increase in tension. 2.Determine the correct length of the line measured.