The formula in finding the roots of an equation using False Position methoe (XL)*f(Xu)-(Xu)*f(XL) f(Xu)-f(XL) XR = (XL)*f(Xu)-(Xu)*f(XL) XR = XL - f(Xu)-f(XL)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 43RE
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The formula in finding the roots of an equation using False Position method is
(XL)*f(Xu)-(Xu)*f(XL)
f(Xu)-f(XL)
XR =
(XL)*f(Xu)-(Xu)*f(XL)
f(Xu)-f(XL)
XR = XL
-
(Xu)+f(Xu)-(XL)*f(XL)
XR
f(Xu)-f(XL)
(XL)*f(Xu)-(Xu)*f(XL)
XR = XU
f(Xu)-f(XL)
Transcribed Image Text:The formula in finding the roots of an equation using False Position method is (XL)*f(Xu)-(Xu)*f(XL) f(Xu)-f(XL) XR = (XL)*f(Xu)-(Xu)*f(XL) f(Xu)-f(XL) XR = XL - (Xu)+f(Xu)-(XL)*f(XL) XR f(Xu)-f(XL) (XL)*f(Xu)-(Xu)*f(XL) XR = XU f(Xu)-f(XL)
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