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What is the best approximation of the solution to the system to the nearest integer values? Graph of a system of linear equations. Equation 1 is x plus y equals 6. Equation 2 is x minus 6y equals negative 9. ( , )
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( , )
x+y=6 (isolate x) x=6-y <---equation 1 x-6y=-9 <---equation 2 we know what x is so 6-y-6y=-9 solve for y
I'm Confused
On what part?
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how do I get y
ok \[\huge~\rm−y+6+y=6\] combine like terms -1+1= ?
um.
it cancels out so you get 0
wait... does the answer have to be coordinates?
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its like the last one i think
hmm?
wait (4,2)
or (2,4)
im getting infinte solutions...
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Wait i typed the problem wrong lol im sorry ok give me a min
ok lol
(4,2) is correct
Thank you!!
yw ^-^
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