Respuesta :
answer: no solution
so useing the first equation:
y=4x-6
substituting into the second equation we have
2x-(4x-6)/2=4
2x-2x+3=4
3=4 <-- a false statement
which means there are no solutions
we can see that this is the case by multiplying the second equation by 2 and observing that it has the same coefficients as the first equation. this means that the lines have the same slope, and are therefore parallel.
so useing the first equation:
y=4x-6
substituting into the second equation we have
2x-(4x-6)/2=4
2x-2x+3=4
3=4 <-- a false statement
which means there are no solutions
we can see that this is the case by multiplying the second equation by 2 and observing that it has the same coefficients as the first equation. this means that the lines have the same slope, and are therefore parallel.
