SITUATION 2: A 30 m tape measured a 412 m distance at a temperature of 520C. The tape is of a standard length at a temperature of 250C. PROBLEM 17: If the coefficient of thermal expansion is 11.6x10-6 m/oC, find the correction per standard length of the a. 0.009396m too long b. 0.009396 m too short c. 0.1290384 m too long d. 0.1290384 m too short REVIES PROBLEM 18: What is the total correction on the measured distance? a. 0.009396m too long b. 0,009396 m too short c. 0.1290384 m too long d. 0.1290384 m too short DILLA RE PROBLEM 19: What is the corrected length on the measured distance? a. 412.009 m b. 411.991 m C. 412.129 m d. 411.871 m

SITUATION 2: A 30 m tape measured a 412 m distance at a temperature of 520C. The tape is of a standard length at a temperature of 250C. PROBLEM 17: If the coefficient of thermal expansion is 11.6x10-6 m/oC, find the correction per standard length of the a. 0.009396m too long b. 0.009396 m too short c. 0.1290384 m too long d. 0.1290384 m too short REVIES PROBLEM 18: What is the total correction on the measured distance? a. 0.009396m too long b. 0,009396 m too short c. 0.1290384 m too long d. 0.1290384 m too short DILLA RE PROBLEM 19: What is the corrected length on the measured distance? a. 412.009 m b. 411.991 m C. 412.129 m d. 411.871 m

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

At a temperature of 22.5 °C the length of the tape is decreased by 0.0045 m. What will be the temperature when 50 m tape is increased by 0.0025m in its length? a. 32.26 °C b. 28.46 °C c. 34.56 °C d. 30.26 °C
Convert: Convert a (15.5 °C+ 17) temperature into °F temperature.
What must be the pull in a 70 meters tape in order to eliminate the sag and temperature correction, given the following? a = 7x10^-6m? E = 2x10^11N/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.
Q1.17 Please show me how to solve problem... ty! Calculate the 1000 to 500 hPa thickness for a constant lapse rate atmosphere with y=6.5 K km^(-1) and T_o= 273 K.
At a temperature of 22.5 °C the length of the tape is decreased by 0.0045 m. What will be the temperature when 50 m tape is increased by 0.0025m in its length? 1. 32.26 °C 2.28.46 °C 3. 34.56 °C 4. 30.26 °C
3- 50 m tape was used to measure line SF; if the measured distance was 1288.54 m. Find the corrected distance if the true length of the tape is 49.96 m, the field temperature is 33, the standard temperature is 20, the thermal expansion coefficient is 0.00002.
Situation:A 50m steel tape was standardized and supported throughout its whole length and found to be 0.00329m longer at an observed temperature of 41.6 degrees C and a pull of 12 kilos. This tape was used to measure a line that was found to be 683.21m at average temperature of 49 .8 degrees C at the same pull. Coefficient of the thermal expansion in 0.000016m/m degrees C. -DETERMINE THE STANDARD TEMPERATUREa. 35.93 c. 50.76b. 44.63 d. 68.25-WHAT IS THE CORRECT LENGTH OF THE LINE?a. 633.88 c. 638.23b. 663.28 d. 683.32
Glycerin (s.g.=1.26, and absolute viscosity = 1.49 Pa-s) flows through a rectangular conduit 325mm by 450mm at the rate of 160 lit/sec. Determine the major head loss due to friction (hf) per 1km length of pipe.
(a) Determine the height water at 70F will rise due to capillary action in a clean, 1/4-in.-diameter tube. (b) What will be the height if the diameter is reduced to 0.01 in.? At this temperature, water = 0.00497 lb/ft and water = 62.3 lb/ft3 . Use  = 0degrees
What must be the pull in a 70 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.
A steel tape having a correct length at 22 degree Celsius was used to measure a base line and the recorded readings gave the total of 856.815m. I fthe average temperature during measurement was 18 degree Celsius, determine the correct length of the line.
Calculate Pa-Pb in the manometer below