For the intersection curve (R= 30 ft) at First Street, station E (8 + 38) to station H: . Compute the length of arc. b. Determine the curb-line gradient (percentage) from E to H. c. Determine the proposed curb elevations at stations F and G; F and G divide the arc into three equal sections: EF = FG = GH. d. Using the grade stake elevations shown in the chart below, determine the cuts/fills (ft and in.) for stations F, G, and H. Grade Stake Elevations 512.73 512.88 F 512.62 513.27

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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For the intersection curve (R 30 ft) at First Street, station E (8 + 38) to station H:
Compute the length of arc.
b. Determine the curb-line gradient (percentage) from E to H.
c. Determine the proposed curb elevations at stations F and G; F and G divide the arc into
three equal sections: EF = FG GH.
d. Using the grade stake elevations shown in the chart below, determine the cuts/fills (ft and
in.) for stations F, G, and H.
Grade Stake Elevations
512.73
512.88
F
512.62
H.
513.27
Transcribed Image Text:For the intersection curve (R 30 ft) at First Street, station E (8 + 38) to station H: Compute the length of arc. b. Determine the curb-line gradient (percentage) from E to H. c. Determine the proposed curb elevations at stations F and G; F and G divide the arc into three equal sections: EF = FG GH. d. Using the grade stake elevations shown in the chart below, determine the cuts/fills (ft and in.) for stations F, G, and H. Grade Stake Elevations 512.73 512.88 F 512.62 H. 513.27
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