A symmetrical parabolic summit curve connects two grades of +6% and -4%. It is to pass through a point, p, the stationing of which is 35 + 280 and the elevation is 198.13 m. If the elevation of the grade intersection is 200 m. with stationing 35 + 300, 1. Determine the length of the curve.  a. 120 m b. 167 m c. 234 m d. 436 m 2. Determine stationing of P.C. a. 35 + 260 b. 35 + 240 c. 35 + 160 d. 35 + 120 3. Determine elevation of P.C. a. 324.30 m b. 167.40 m c. 523.40 m d. 196.40 m

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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A symmetrical parabolic summit curve connects two grades of +6% and -4%. It is to pass through a point, p, the stationing of which is 35 + 280 and the elevation is 198.13 m. If the elevation of the grade intersection is 200 m. with stationing 35 + 300,
1. Determine the length of the curve. 
a. 120 m
b. 167 m
c. 234 m
d. 436 m
2. Determine stationing of P.C.
a. 35 + 260
b. 35 + 240
c. 35 + 160
d. 35 + 120
3. Determine elevation of P.C.
a. 324.30 m
b. 167.40 m
c. 523.40 m
d. 196.40 m
4. determine the location of the highest point on the curve from P.C.
a. 84 m
b. 57 m
c. 72 m
d. 66 m
5. determine elevation of station 35 + 260 on the curve.. 
a. 132.43 m
b. 157.85 m
c. 197.43 m
d. 162.46 m
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