Between a plate and the body of a bolt, the projected area is equal to the product of the bolt _______ and the plate _______.
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Between a plate and the body of a bolt, the projected area is equal to the product of the bolt _______ and the plate _______.
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- multiply and simplify the following: (2x-1)(x2-3x+25)Calculate all 5 failures paths. Show step by step solution. A flat bar PL 12.7mm X 165mm Cross sectional area is 2095.5mm2 in metric Imperial units must be converted to metric Textbook reference: Handbook of steel construction CISCCreate a diagram and describe the following terms: 1. 2. Wood 3. Unfinished Lumber 4. S2- and S4-types 5. Cobblestone (lumber) 6. Undressed or Surface Lumber 7. Wood Plank 9. Plywood ten (lumber) Eleven. Flitch. Twelve. Fine-grained. 13. Cross-grained or crooked
- Engineering Mechancs: CentroidsThe centroid of the T-section shown is 2.8 inches above the base and x is 6. What should be the value of b to satisfy this condition? Input values in two (2) decimal places.A) Bar AB is 60mm x 10 mm thick, E = 65 GPa, a1 = 9.5 x 10-6/°C. B) Bar BC is 20mm in diameter, E = 170 GPa, a2 = 7.5 x 10-6/°C.Calculate all 5 failures paths. Show step by step solution. A flat bar PL 12.7mm X 165mm Cross sectional area is 2095.5mm2. All units to be converted from SI to metric. Textbook reference: Handbook of steel construction CISC
- A 2in x 2in x 1/4in angle bar with a length of 24 inches has width-thickness ratio ofNot: A1 = area of section 1 = 100mm x 25mm = 2500 mm2 A2 = area of section 2 = 150mm x 25mm = 3750 mm2 Please double check your answer. Civil engineering- steel designNOTE: Use 3 decimal places and only input the numerical value
- Evaluate each of the following and express with SI units having an appropriate prefix: (a) (50 mN)(6 GN), (b) (400 mm)(0.6 MN)2,(c) 45 MN3/900 Gg.HELP WITH COMPLETE SOLUTION AND 4 DECIMAL PLACES, PLEASE DO NOT MAKE IT COMPLICATED THANK YOU Line AB was determined to be 2395.25m when measured with a 30m‐steel tape supported throughout its length under a pull of 4kg and at a mean temperature of 35°C. The cross‐sectional area of the tape is 0.03 cm^2, coefficient of thermal expansion is 0.0000116/°C and modulus of elasticity of steel is 2.0x10^6 kg/cm^2. Determine a. Correction for the measured length due to temperature if the tape usedis of standard length at a temperature of 20°C. Is the tape too long or tooshort? b. Correction for the measured length due to tension if the tape used isof standard length at a pull of 5 kg. Is the tape too long or too short? c. Correction for the measured length due to sag if it weighs 0.04kg/m d. the corrected length of line AB considering corrections from (a), (b) and (c)Given that the three bars shown in the accompanyingfigure are made of the same material, comparing bar(a) to bar (b) which bar will stretch more, when subjected to the same force F ? Bar (a) and (b) have thesame cross-sectional area but different length. Comparing bar (a) to bar (c) having the same length but different cross-sectional areas, which bar will stretchmore? Explain.