b. We look at the equation systemabove. i) Calculate det (A) and show what valuermust have for the system of equations to have exactly one solution. i) Show what valuesrands must have forthe system of equations to have infinitely many solutions. m) Show what valuesr andsmust have forthe equationsystemto haveno solution.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 44EQ
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I need the solution of Part (b) and Part (c) Only. No need of part (a). 

b.
We look at the equation systemabove.
i) Calculate det (A) and show what valuermust have for the system of equations
to have exactly one solution.
i) Show what valuesrands must have forthe system of equations to have
infinitely many solutions.
m) Show what valuesr andsmust have forthe equationsystemto haveno
solution.
Transcribed Image Text:b. We look at the equation systemabove. i) Calculate det (A) and show what valuermust have for the system of equations to have exactly one solution. i) Show what valuesrands must have forthe system of equations to have infinitely many solutions. m) Show what valuesr andsmust have forthe equationsystemto haveno solution.
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