Given a table of quantities of earthworks of a portion of a proposed national road. The length of the free haul distance is specific to be 450 ft long. Determine the stationing of the limits of free haul so as not to include its cost in the computation of overhaul. Fill (sq. ft.) 1+400 1+600 1+800 2+000 2+200 2+400 2+600 2+800 Cut (sq. ft.) 200 Free Haul Volume? 140 80 0 Stationing of Limit of Free Haul in the Cut Section? Stationing of Limit of Free Haul in the Fill Section? 35 80 125 170

Given a table of quantities of earthworks of a portion of a proposed national road. The length of the free haul distance is specific to be 450 ft long. Determine the stationing of the limits of free haul so as not to include its cost in the computation of overhaul. Fill (sq. ft.) 1+400 1+600 1+800 2+000 2+200 2+400 2+600 2+800 Cut (sq. ft.) 200 Free Haul Volume? 140 80 0 Stationing of Limit of Free Haul in the Cut Section? Stationing of Limit of Free Haul in the Fill Section? 35 80 125 170

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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Concept explainers

Volumes

Volume usually is the dimensional quantity that involves the evaluation of any three-dimensional figure enfolded inside a closed space. The SI unit (International System of Units) of volume is m3 and the dimensional unit of volume is [L3]. For estimation of the volume of any figure, various formulae are used. Another application of volume includes the reference in the sound levels, the higher the sound intensity, the louder the sound heard, and hence, the larger the volume. The SI unit of sound volume is decibels (dB).

Question

Given a table of quantities of earthworks of a portion of a proposed national road. The length
of the free haul distance is specific to be 450 ft long. Determine the stationing of the limits
of free haul so as not to include its cost in the computation of overhaul.
Fill (sq. ft.)
1+400
1+600
1+800
2+000
2+200
2+400
2+600
2+800
Free Haul Volume?
Stationing of Limit of Free Haul in the Cut Section?
BONUS (
@
Stationing of Limit of Free Haul in the Fill Section?
CON
2
Cut (sq. ft.)
200
140
80
3
0
): Limit of Economic Haul?
$
4
%
87 8
5
<
(O)
6
35
80
125
170
&
7
*
00

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