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- For the beam shown, calculate the beam slope at A. Assume that a = 80 in., b = 270 in., c = 109 in., w = 0.21 kips/in., P = 17 kips, and EI = 1395000 kip-in.2.A wooden buoy (s.g. = 0.62) is 70mm by 70mm by 26.5m long is made to float in sea water (s.g. = 1.025). How many N of steel (s.g. = 7.85) should be attached to the bottom to make the buoy float with exactly 3710mm exposed above the water surface? Please explain your step by step answerFor the beam shown, calculate the beam slope at A. Assume that a = 77 in., b = 264 in., c = 87 in., w = 0.37 kips/in., P = 6 kips, and EI = 1336000 kip-in.2.Answer:θA = Type your answer here rad
- A Civil Engineer used a 50m tape in measuring an inclined distance. The measured length on the slope was recorded to be 459.20 m long. The difference in elevation between the initial point and the end point was found to be 1.25 m. The 50 m tape is of standard length at a temperature of 10°C and a pull of 50 N. During measurement the temperature reading was 16°C and the tape was supported at both ends with an applied pull of 60 N. The cross-sectional area of the tape is 6 mm2 and the modulus of elasticity is 200 GPa. The tape has a mass of 0.075 kg/m. Coefficient of thermal expansion is 0.0000116 /°C. Determine the magnitude of the correction per tape length in meters due to temperature. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to pull. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to sag. Round off your answers to 4 decimal places. What is…A Civil Engineer used a 50m tape in measuring an inclined distance. The measured length on the slope was recorded to be 459.20 m long. The difference in elevation between the initial point and the end point was found to be 1.25 m. The 50 m tape is of standard length at a temperature of 10°C and a pull of 50 N. During measurement the temperature reading was 8°C and the tape was supported at both ends with an applied pull of 70 N. The cross-sectional area of the tape is 6 mm2 and the modulus of elasticity is 200 GPa. The tape has a mass of 0.075 kg/m. Coefficient of thermal expansion is 0.0000116 /°C. Determine the magnitude of the correction per tape length in meters due to temperature. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to pull. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to sag. Round off your answers to 4 decimal places. What is…A Civil Engineer used a 50m tape in measuring an inclined distance. The measured length on the slope was recorded to be 459.20 m long. The difference in elevation between the initial point and the end point was found to be 1.25 m. The 50 m tape is of standard length at a temperature of 10°C and a pull of 50 N. During measurement the temperature reading was 8°C and the tape was supported at both ends with an applied pull of 70 N. The cross-sectional area of the tape is 6 mm2 and the modulus of elasticity is 200 GPa. The tape has a mass of 0.075 kg/m. Coefficient of thermal expansion is 0.0000116 /°C.Determine the magnitude of the correction per tape length in meters due to temperature. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to pull. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to sag. Round off your answers to 4 decimal places. What is the…
- A Civil Engineer used 50 m. tape in measuring an inclined distance. The measured length on the slope was recorded to be 528.368 m. long. The difference in elevation between the initial point and the end point was found to be 6.369 m. The 50 m tape is of standard length at a temperature of 280C and a pull of 8 kg. During the measurement, the temperature reading was 350C and tape was supported for a full length with an applied pull of 12 kg. Cross sectional area of tape is 0.03 sq. cm., weight of tape is 0.50 kg. Determine the true horizontal distance.For the beam shown, calculate the beam slope at A. Assume that a = 56 in., b = 175 in., c = 85 in., w = 0.15 kips/in., P = 15 kips, and EI = 1217000 kip-in.2. Answer:θA = radPls answer neatly and explain step by step A wooden buoy (s.g. = 0.62) is 70mm by 70mm by 26.5m long is made to float in sea water (s.g. = 1.025). How many N of steel (s.g. = 7.85) should be attached to the bottom to make the buoy float with exactly 3710mm exposed above the water surface?
- A 50 m tape of standard length has weight of 0.05 kg/m, cross section is 0.04sq cm, E is 2.10 x10 6 kg/sq cm. The tape is of standard length under a pull of 5.5 kg when supported throught its length. This tape was used to measure a distance AB and was recorded to be 458.65 m. at time of measurement the pull applied was 8 kg with the tape supported only at its endpoints and temperature observed was 18°C. Find the corrected length of the line.A 50 m tape of standard length has weight of 0.05 kg/m, cross section is 0.04sq cm, E is 2.10 x10 6 kg/sq cm. The tape is of standard length under a pull of 5.5 kg when supported throught its length. This tape was used to measure a distance AB and was recorded to be 458.65 m. at time of measurement the pull applied was 8 kg with the tape supported only at its endpoints and temperature observed was 18°C. Find the sag correction for the measured lineUSE STORED VALUES A Civil Engineer used a 50m tape in measuring an inclined distance. The measured length on the slope was recorded to be 459.20 m long. The difference in elevation between the initial point and the end point was found to be 1.25 m. The 50 m tape is of standard length at a temperature of 10°C and a pull of 50 N. During measurement the temperature reading was 16°C and the tape was supported at both ends with an applied pull of 60 N. The cross-sectional area of the tape is 6 mm2 and the modulus of elasticity is 200 GPa. The tape has a mass of 0.075 kg/m. Coefficient of thermal expansion is 0.0000116 /°C. Determine the magnitude of the correction per tape length in meters due to temperature. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to pull. Round off your answers to 4 decimal places. Determine the magnitude of the correction per tape length in meters due to sag. Round off your answers to 4…