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Solve each system graphicaly. be sure to check your solution. if a system has an infinite number of solutions, use set-builder notation to write a solution set. If a system has no solution, state this. 4x - y = 9, x - 3y =16
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i got the solutions! :O
answer or method?
method
lol, i got both!
multiply the first equation all the way across by -3
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\[-12x+3y=-27\]
then add in a line to the two equations together. you get \[-12x+3y=-27\] \[x-3y=16\] \[-11x=-11\] \[x=1\]
now that you know x = 1 replace x by 1 in either equation to find y
the first one gives \[4\times 1-y=9\] \[4-y=9\] \[-y=5\] \[y=-5\]
so solution is \[x=1,y=-5\] or \[(1,-5)\]
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