The system of equations which is as represented in the task content above when solved by elimination, substitution or matrices has no solution.
This goes to say that the above given system of equations ultimately has no solution using matrices
It follows from the task content that the solution pair of the system of equation as given in the task content is to be determined.
Given system of equation;
4x-6y=9
-10x+15y = 8
By multiplying the first equation by 5 and the second equation by -2; we have;
20x - 30y = 45
20x - 30y = -16
Hence, it is evident that the system of equations above has equal slope but different intercept equations.
Consequently, subtract equation 2 from 1 so that we have;
0 = 61....an equality which doesn't hold true.
Ultimately, the system of equations has no solution.
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