linear system of conceivable equations has no solution

MD234

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What is the value of k so that the following linear system of conceivable equations has no solution: 2x + 3y =9kx - 6y=5? What are the steps of your solution?
 
What is the value of k so that the following linear system of conceivable equations has no solution: 2x + 3y =9kx - 6y=5? What are the steps of your solution?
Please share your thoughts/work about this problem.
 
What does a linear equation represent? What does the solution of a system of linear equations represent? Once these are answered, think about what "no solution" means.
 
What is the value of k so that the following linear system of conceivable equations has no solution: 2x + 3y =9kx - 6y=5? What are the steps of your solution?
It appears that you are asking about one of these systems:

2x + 3y =9​
kx - 6y=5​

2x + 3y =9k​
x - 6y=5​

I think it has to be the former in order to make sense of the problem. But you really should have proofread what you submitted.

There are several very different ways to approach this, depending on what you have learned (e.g. about matrix solutions, determinants, solving by addition or by substitution. (Or you can solve it at a glance, without any of those methods, if you understand how such systems work.) That's why we need to see what you have tried, or at least what you have learned, in order to help:

 
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