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SOLVING WITH ELIMINATION ! NONSTANDARD FORM!!!! HELP?
4y = 3x + 5
6y = 3x + 21
3 Answers
 8 years agoFavorite Answer
To eliminate means that we need to get it down to one variable so that we can solve for it.
both equations have 3x, so if we subtract the equations we can remove the 3x.
4y = 3x + 5

6y = 3x + 21
(both sides are equivalent so we're essentially subtracting the same thing form both sides)
=
2y = 16
y = 8
Now plug 8 into one of the equations for y to find that x = 9
TIP: If you have to do this in the future both equations likely wont have 3x i.e. one could have 6x and the other 3x. In that case you'd have to multiply the equation containing 3x by 2 so that you can eliminate it through subtraction.
 dylesLv 44 years ago
ok. let's distinctive the first eq with a million. we get 2y = 4x + 16 now shall we upload both equations toghether time period by technique of time period. we get : 3y = 24 . fixing for y we get y = 8. using this interior the fist equation we receives 16 = 4x  16 =< 4x = 32 => x=8