Consider the system [[-6,-3,9],[6,3-3a,-18-3b]] a. Given that b!=-3, for which value of the parameter ainR does the system have no solutions? a= b. This system has a unique solution for all except one value of ainR. What is this value of a ? a= c. For which values of a,binR does this system has infinitely many solutions? Enter the values a and b solutionspile.com

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Consider the system [[-6,-3,9],[6,3-3a,-18-3b]] a. Given that b!=-3, for which value of the parameter ainR does the system have no solutions? a= b. This system has a unique solution for all except one value of ainR. What is this value of a ? a= c. For which values of a,binR does this system has infinitely many solutions? Enter the values a and b separated by commas and in the specified order: a followed by b. a,b=  solutionspile.com

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(Solved): Consider the system [[-6,-3,9],[6,3-3a,-18-3b]] a. Given that b!=-3, for which value of the param ...

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