Q2 (25 ): point F located on the simple and fair horizontal circular curve of the curve length knows about the following: the length of the hypotenuse from 2.0 to the point F is equal to 94.65m, the tangent angle between the first tangent and the partial chord of the point F is equal to "830'18, Point F station is 65 + 18), do the following 1- Draw the horizontal curve with all symbols and stations marked on it 2- Calculate the main curve elements and stations (R, I, L, C, A, D, Sta.PC, Sta.Pl , 3. sta.PT) 3. Calculate the tangent angle and the partial chord length of the 00 + 19 station on the curve?

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