4G1 7:46 KB/s6.3049СЕ1Romelane: HahahahahSimpson's One-Third rule is based onthe assumption that the curvedboundary consists of parabolic arcs,where each arc is continuous overthree adjacent offsets that areequally spaced. Because of thisassumptions, the rule is onlyapplicable when there iseither an odd or an even number ofoffsetsan equal number of odd and evenoffsetsan even number of offsetsan odd number of offsetsThe perpendicular sides of a righttriangle are 12.08m and 15.47m. If the2II 1 7:46 5.9049KB/san even number of offsetsan odd number of offsetsThe perpendicular sides of a righttriangle are 12.08m and 15.47m. If thethird side of the right triangle is19.60m, determine the area of thetriangle.Absurd (Mathematically Illogical)186.88 m223.60 m293.44 m2If a large tract of land is to besubdivided into two parts, the area ofeach tract must be calculatedindependently base on the given andcalculated latitudes and departuresof their respective courses. As a2II

The solution for Question No.01 is as follows: Simpson's One-Third rule is based on the assumption…

Simpson's One-Third rule is based on the assumption that the curved boundary consists of parabolic arcs, where each arc is continuous over three adjacent offsets that are equally spaced. Because of this assumptions, the rule is only applicable when there is either an odd or an even number of offsets an equal number of odd and even offsets O an even number of offsets O an odd number of offsets

Simpson's One-Third rule is based on the assumption that the curved boundary consists of parabolic arcs, where each arc is continuous over three adjacent offsets that are equally spaced. Because of this assumptions, the rule is only applicable when there is either an odd or an even number of offsets an equal number of odd and even offsets O an even number of offsets O an odd number of offsets

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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