Use elimination to solve the system of equations. Enter your answer as an ordered pair 2x-5y=-5 -2x+8y=-58
is the ans (-55,-21)
\[2x-5y=-5,~~~ -2x+8y=-58 \implies 3y=-63 \implies y=-21 \implies x=-50 \]\[\implies (x,y)=(-50,-21)\]
can you do one more
matiricked is correct; bad mental math by me.
2x+6y=-8 5x-3y=88
thankyou
mention not
thanks matricked can you do the other problem i listed
is the ans(14,-6)
one more? and thnks agn
you are a boss man 2x-y=2 3x-2y=11
\[\left(\begin{matrix}2x+6y=-8 \\ 5x-3y=88\end{matrix}\right)\implies 12x=168 \implies x=14 \implies y=-6 \implies (x,y)=(14,-6)\]
thanks animal
can you one more 2x-y=2 3x-2y=11
....
is it (-7,-16)
Multiply the first equation by negative two, add the equations together. That will give you the value for x, substitute to get the answer for y. Easy.
thanks
2x+y=12 -5x-y=-33 second to last one please help t thanks agn animal and matricked
is it (7,-2)
5x-y=-3 15x-3y=-9 which one applys select all that do no soulotion indepedent dependent consistent infinate inconsisitent
infinite solurtions
Dependent, consistent. Dependent indicates infinitely many solutions. Since there is at least one solution, the system is consistent.
thanks
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