Question: Case ( 2 ) : S > L on horizontal curve Derive that M = L ( 2 S - L ) 8 R Where:

Case (2): S>L on horizontal curve
Derive that
M=L(2S-L)8R
Where:
M= clearance distance
S= sight distance available
R= radius of curve
L= length of curve
Notes:
Case ( 2 ) : S > L on horizontal curve Derive

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