x g(x) -4 -4 -2 -2 2 2 @sarahusher
again x=g(x) so i presume you have something different that it might intersect? :)
How can one halfx − 5 = one thirdx + 6 be set up as a system of equations? sorry just ignore the top
oh okay haha so we have \[\frac{ 1 }{ 2 }x-5=\frac{ 1 }{ 3 }x + 6\] okay so if they equal each other, we know they equal some value, let's call it y so we know y=(x/2)-5 and y=(x/3)+6 right?
ok so do we put it beside each other?
you don't have two the two equations listed as they are is enough that they satisfy a 'system of equations' as the questions asks
right im soo sorry
don't apologise dear! :)
2y + x = −10 3y + x = 18 2y + 2x = −10 3y + 3x = 18 2y − x = −10 3y − x = 18 2y − 2x = −10 3y − 3x = 18
which one would it be then @sarahusher
so if we have:\[y=\frac{ x }{ 2 }-5\] and \[y=\frac{ x }{ 3 }+6\] you can multiply the top one by two (so everything is whole numbers) and the bottom one by 3, what do you get then?
2-10 3+18
is that right @sarahusher
right idea but you have to include the 'y' component so it would be 2y=x-10 3y=x+18
right i got you thanks
you're welcome
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