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Solve using the elimination method.show your work. If the system has no solution or an infinite number of solutions, state this. 11x+10y=77 , 9x+y=63
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11x+10y=77 10y=77-11x y=77-11x/10
now put it in the other equation
9(77-11x/10)+y=63
y=63-9(77-11x/10)
y=63+(693-99x/10)
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nw take lcm
y=630-693+99x/10
\[ \begin{align} 11x&+10y&=77 \\ 9x&+y&=63 \end{align} \] If you want to eliminate a variable you can multiply the bottom equation by -10 \[ \begin{align} 11x &+10y &=77 \\ -90x&-10y &=-630 \end{align} \] Now eliminating y should be relatively easy to do. Can you solve the rest of the problem from here?
oops i thought he meant substitution
First sentence: "Solve using the elimination method." ;-p
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