The length of the spiral curve is 80 m. with a radius of 280 m. (a) Determine the offset distance from the tangent on the first quadrant of the spiral where L = 20 m. Use the formula X %3D 6R L (b) Compute the length of throw for the spiral curve. L Use the formula: X. %3D 6R. (c)What is the maximum velocity that a car could pass through the easement curve. Use the formula : Le 0.036K Re %3D

Q: On a vertical photograph of flat terrain, section corners, which are a nominal 1-mi apart, appear a…

A: Part A :- d= 3.319 in.f= 3.5 in.Part B :-d= 68.14mm, f= 156.4mm

Q: The distance between point A and B was measured 15 times. The mean of the 15 measurements is…

A: Given data- Sample size n = 15Mean=124.555'Standard deviation σ= 0.500'To Find-The 50% Error E

Q: Datum in the figure, A. Ar elev, eleve and the measured slope length L were 1.634, 1.546, 987.207,…

A: he =1.634 mhr = 1.546 mElevA = 987.207 mElevB = 1006.816 mL = 435.955 m

Q: The % error, or Eso = 0.6745(0), is the so called probable error. It establishes limits which the…

A: The 50% error, or E50 = 0.6745(σ), is the so called probable error. It establishes limits which the…

Temperature as a Fundamental Dimension

There are certain rules to write dimensions of a physical quantity using the fundamental dimensions. They are outlined below.