Question 929186



{{{6x+3y=4}}}.....EQUATION 1

{{{4-3y=6x }}}...EQUATION 2
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{{{6x+3y=4}}}.....EQUATION 1

{{{-6x-3y=-4 }}}...EQUATION 2
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*[invoke solve_by_graphing 6, 3, 4, -6, -3, -4]

These are equivalent equations. The lines are actually the same line, and they 'cross' at infinitely many points (every point on the line). If you try to solve this system algebraically, you'll end up with something that's true, such as {{{0 = 0}}}.