A +4% grade line intersects a -2 % grade line at station 6+800, where the elevation is 642.40 m. as shown in the figure. Determine the elevations of 100-m stations for this 1,000-m unequal tangent curve
From the Table , K = 181
L = KA = 642.40 (4-(-2)) = - -5139.20
Station of BVC = (1000 - 100) = 900
Elevation at any station on the leading tangent can be found in a similar manner.
The elevation on the curve can be found by adding the elevation on the leading tangent to the offset, which can be found using the equation;
"Y=\\frac{A}{200L}x^2"
The question is incomplete since there is no figure being referred to.
Thank you
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