The centroid c of a circular sector is provided by the equation: x=- angle so that x = r 2 2 Stop the process when the tol, by using the bisection method with starting points a=1 and b=2. = 0 |b₁-a₁| 2 In every step, calculate also the Estimated Relative Error ERE, X 2r sin 0 30 ≤0.002, where i is the number of iterations. x(i) NS = - Find the NS (i-1) XNS 2 x is the numerical solution at ith iteration. Use eight decimal points. Solve the problem NS by hand. where

The centroid c of a circular sector is provided by the equation: x=- angle so that x = r 2 2 Stop the process when the tol, by using the bisection method with starting points a=1 and b=2. = 0 |b₁-a₁| 2 In every step, calculate also the Estimated Relative Error ERE, X 2r sin 0 30 ≤0.002, where i is the number of iterations. x(i) NS = - Find the NS (i-1) XNS 2 x is the numerical solution at ith iteration. Use eight decimal points. Solve the problem NS by hand. where

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter65: Achievement Review—section Six

Section: Chapter Questions

Problem 44AR: Solve these prism and cylinder exercises. Where necessary, round the answers to 2 decimal places...

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