In a mechanical system, acceleration a, velocity v, and distance S, are related by the simultaneous equations: 4.8a + 6.5v - 12.6S = -13.9 5.2a 3.6v+4.7S = 6.8 -3.3a + 6.4v - 8.7S = 13.5 Find the values of a, v and S using: (c) Cramer's rule

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.6: Solve Systems Of Equations Using Determinants
Problem 279E: Explain the steps for solving a system of equations using Cramer’s rule.
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Please solve the following practice problems in step by step solution ( Thank you so much )
In a mechanical system, acceleration a, velocity v, and distance S, are related by the simultaneous equations:
4.8a + 6.5v-12.6S = -13.9
5.2a 3.6v +4.7S = 6.8
-3.3a + 6.4v - 8.7S = 13.5
%3D
Find the values of a, v and S using:
(c) Cramer's rule
Transcribed Image Text:In a mechanical system, acceleration a, velocity v, and distance S, are related by the simultaneous equations: 4.8a + 6.5v-12.6S = -13.9 5.2a 3.6v +4.7S = 6.8 -3.3a + 6.4v - 8.7S = 13.5 %3D Find the values of a, v and S using: (c) Cramer's rule
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