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solve the system by the substitution method 12x-10y=4 6x=5y+2
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This is an identity, both equations are the same, there is no specific solution, infinite solutions.
Do you see that the two equations are the same?
Take the first equation and divide all terms by 2 getting: 6x-5y=2 Now isolate the x variable on the left. 6x=5y+2 same as the second equation.
Would you say that there are infinitely many solutions or empty set solution
There are an infinite number of solutions as you actually have one equation, only one line. Examples of solutions x=2, y=2 or x=0, y=-2/5 and so on and on and on
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