Problem Show that solving the system of nonlinear equations with the unknowns r1, 12, 13, T4 (x1 – 1)? + (x2 – 2)² + x3 = a°(x4 - b1)? (x1 – 2)2 + 23 + (23 – 2)? = a²(x4 - b2)? (*1 – 1)? + (22 – 1)² + (x3 – 1)? = a (x4 - b3) (21 – 2)? + (x2 – 1)² + a3 = a²(x4 – b4)? %3D %3D %3D leads to a linear underdetermined system. Solve this system with respect to 21, Ta and r3

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.1: Systems Of Equations
Problem 35E
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unknowns r1, 12, 13, 14
Show that solving the system of nonlinear equations with the
(*1 – 1)? + (r2 – 2)? + a3 = a°(74 – b1)?
(#1 – 2)? + 23 + (23 – 2)? = a°(74 – b2)?
(#1 – 1)? + (x2 – 1)? + (#3 – 1)? = a°(x4 – b3)?
(#1 – 2)? + (r2 – 1)? + 23 = a*(74 – b4)?
%3D
%3D
leads to a linear underdetermined system. Solve this system with respect to 21,
12 and x3.
Transcribed Image Text:Problem unknowns r1, 12, 13, 14 Show that solving the system of nonlinear equations with the (*1 – 1)? + (r2 – 2)? + a3 = a°(74 – b1)? (#1 – 2)? + 23 + (23 – 2)? = a°(74 – b2)? (#1 – 1)? + (x2 – 1)? + (#3 – 1)? = a°(x4 – b3)? (#1 – 2)? + (r2 – 1)? + 23 = a*(74 – b4)? %3D %3D leads to a linear underdetermined system. Solve this system with respect to 21, 12 and x3.
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