tinod the area of the fielel as shows In figure A with olistarces measured In feet between Vaxiaus Ponts atteched Figure A DISTANCES 1-2 = 75.32 %3D 4 2-3 = 57.79 3-4 = 55.38 %3D 3 4 -1 = 60.41 1-3 = 83- 44

Q: Why when we calculate the Dx we multiply: (15 kN x 6 m x 6/2) i don't understand where does it…

A:

Q: If Us = 23.46 kN b *250mm d= 360mm, fc =28 Mpa Gnd fy :37umm, which of the follaning is the moximum…

A: Given data, Vs = 23.96 kN b = 250 mm d = 360 mm = 14.17 in fc = 28 MPa fy = 376 MPa

Q: How did you find Hf = 24.5? Also, you went from 112.1 to 142.1?

A: To Determine :- How 112.1 changed to 142.1 in the solution and How to get Hf = 24.5 m

Q: ISL TL = 499.9666667 --20)382) A horizontal distance of (500 m) must be lay out with a steel tape,…

A: Given values: Measured condition: Temperature: Tm = 50 degree C Tension = 120 N Pull: Pm =…

Q: 16. Can the cross-section resist demands of My=97.2 kip-ft and P=648 kip? YES / NO (CIRCLE ONE)…

A: Solution: Concrete column analysis: GIven: fc = 5500 psi;  fy= 60 ksi  no. of bars = 8 DIa. of bars…

Dimensional homogeneity

The term dimensional homogeneity means that in an equation, the dimensions of each term on both sides are equal, which means the dimensions of the left-hand side (LHS) of an equation are similar to the dimensions of the right-hand side (RHS). For a dimensionally homogeneous equation, the powers of fundamental dimensions will be identical on both sides of the equation.