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- The distance between points is exactly 100 ft. This measurement is read correctly on steel surveyors tape at 70°F and with a 10-lb tension. If the tape measures another distance as 100ft at 100°F and with 20-lb tension, what is the actual distance? The tape is 3/8-inch wide and 1/32-inch thick. A. 100.0443ft B. 100.0332ft C. 100.0223ft D. 100.0112ftneed fast pleasseeeeeA line measured with a 50-m steel tape was recorded as 352.70 m. If the tape is 50.08 m long during standardization, what is the correct length of the line? a. 352.63 m b. 325. 66 m c. 325.36 m d. 327. 54 mShow Solution please
- A 50m steel tape is used to measure line AB. The measured length of line AB is 521.16 meters. Given that the true length of the tape is 49.95m, determine the following: a. Determine if the tape is too long or too short b. Total correction applied c. Correct length of line ABFind correct length here..The relevant cross-sectional details of a compound beam comprising a symmetric l-section and a channel section (with welded connections), proposed for a steel gantry girder, are given below (all dimensions in mm) (a) Determine the depth of the centroidal axis y and the second moment of area, I and I, of the compound section. For computing include the full contribution of the yy channel section, but only the top flange of the I-section. (b) Determine the maximum compressive stress that develops at a top corner location on account of a vertical bending moment of 550.0 kNm,combined with a horizontal bending moment of 15.0 kNm.
- Q₂-Calculate the vertical movement for points A, B and C + 3.5m T A Steel Wire D = 35mm E = 2×10" N Mu + B नि 4m + 6m 30kNThe distance from D to E, as measured, is 165.20 m. If the 50 m tape used is 0.01 m too short, what is the correct distance in m42. A 30-m steel tape is used to measure the distance of a line. The measured distance is 457.65 m. After the tape was calibrated, it was found that it is 16 mm too short. What is the correct length of the line? +8 8 A. 457.406 m C. 457.921 m D. 457.125 m B. 457.894 m
- Equivalent:G = 6|M = 4L = 8A 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,…3. A student was asked to make 365.24 m long line using a 25-m tape that is 0.0024 m too long. What is the required measurement? 4. A distance was measured with a 50 m steel tape it is recorded as 685.24 m; the tape is known to be 0.014 m. too long. What is the correct length of the line in meters?