NOTES: Units: MM Material: AlSI 1020 Provide Mass in Grams R10 R7 TYP 25 - 15 40 75 40 15 R8 25 20 TYP 5 150
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Q: Units: MM Material: AISI 1020 Provide Mass in Grams R10 R7 TYP 25 - 15 40 75 40 15 R8 25 20 TYP 150…
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Q: NOTES: Units: MM Material: AIISI 1020 Provide Mass in Grams R10 R7 TYP 25 - 15 40 75 40 15 R8 20 TYP…
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- Value m = 1350PLEASE CONVERT IT FIRST TO METRIC SYSTEM!!!!!!!!Please convert first every unit from English system to metric system. Note: Before applying the virtual work methos.please use at least 4 significant digits of decimals.Ft to mkilopound/ft to kN/m (k/ft to kN/m)in4 to x106 mm4ksi to MPaThankyou!!!!!PLEASE CONVERT FIRSTCould you explain the table on what is K1 - K3? This is the main issue I've been having with virtual work. I dont understand what is used to find these three values.
- can you pls help me understand how this is solve.. Topic: Tape corrections (fundamentals surveying) •Pls answer with Complete Solution • 3 decimal places ALL answer 2. A 50m tape of standardized length has a weight of 0.05kg/m, with a cross sectional area of 0.04 sq.cm. It has an E of 2.10x10^6 kg/sq.cm. The tape is of standardized length under a pull of 5.5kg when supported throughout its length and a temp. of 20degC. This tape was to measure a distance between A and B and was recorded to be 458.65m. At the time of measurement, the pull applied was 8kg with the tape supported only at its end points and the temp. observed was 18degC. Assuming a (in greek alpha) of the tape is 0.0000116/degC. Compute the true length of the measured line AB due to combined effects of temperature, tension and sag. Thank you. I'll give your answer a LIKE for helping me.please explain what the exp in the calculation meansGiven data: L1 = 490 mm L2= 420 mm L3 = 760 mm
- please solve 5 dont copy from other sources.Approx to. 2 decimals.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,…