4 DECIMALS PLACES Lines AB, BC, and CA are the elements of a 3.288° simple curve. The azimuth of line AB is 197°,the Azimuth of line BC is 251° and the Azimuth of line CA is 52°. Distance AB is equal to thedistance BC.Determine the following question using arc basisNOTE: Express your answers to 4 decimal placesCompute the distance of line CACompute the length of curveCompute the chord from point A to point D on the curve having a deflection angle of 5° frompoint A.

Degree of the curve(D)=3.288o Let, length of line AB is L, and Length of line CA is L' (Length of…

Lines AB, BC, and CA are the elements of a 3.288° simple curve. The azimuth of line AB is 197°, the Azimuth of line BC is 251° and the Azimuth of line CA is 52°. Distance AB is equal to the distance BC.

Lines AB, BC, and CA are the elements of a 3.288° simple curve. The azimuth of line AB is 197°, the Azimuth of line BC is 251° and the Azimuth of line CA is 52°. Distance AB is equal to the distance BC.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Question

4 DECIMALS PLACES

Lines AB, BC, and CA are the elements of a 3.288° simple curve. The azimuth of line AB is 197°,
the Azimuth of line BC is 251° and the Azimuth of line CA is 52°. Distance AB is equal to the
distance BC.
Determine the following question using arc basis
NOTE: Express your answers to 4 decimal places
Compute the distance of line CA
Compute the length of curve
Compute the chord from point A to point D on the curve having a deflection angle of 5° from
point A.

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Given data:

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Calculating length of curve & length of line AC:

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Calculating length of chord if deflection angle is 5 degree:

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