Find the solution of h(x) = x² - e* = 1 using False Position method between -2 and -1 (use these as the initial values) with an error of less than 0.03%. Round-off answer to six decimal places. O-1.217170 O-1.217246 O-1.217261 O none of the choices O-1.216811

Find the solution of h(x) = x² - e* = 1 using False Position method between -2 and -1 (use these as the initial values) with an error of less than 0.03%. Round-off answer to six decimal places. O-1.217170 O-1.217246 O-1.217261 O none of the choices O-1.216811

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 18T

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Question

Find the solution of h (x) = x² - esa = 1 using False Position method between -2 and -1 (use these as the initial values) with an
error of less than 0.03%. Round-off answer to six decimal places.
O -1.217170
O -1.217246
O-1.217261
O none of the choices
O -1.216811

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