Solve the following system using the substitution method. x + 6y = -5 2x - 9y = -17
it's a knowledge thing in a lesson. the before the actual assignment. i'm not good with math. i need help. can someone explain?
No need to post answer choices for this one.
alright hero, sorry
alrigh becca this is the same as the other one
So to solve by substitution, first isolate one of the variables. Which variable do you think would be most appropriate to isolate @beccaboo333
the x ones?
x+6y=-5 -6y -6y x=-6y-5 2(-6y-5)-9y=-17
what what?
look the 6y go down in transfort into a - just to moved to the other side
what? im sorry. i literally do not understand this..
u basically want to get a variable alone on one side and then substitute whatever its equal to into the other equation to get your answer is what hes trying to show
so he took x=-6y-5 and substitute it into the other equation wherever their was a x present so you could then solve because their would only be 1 variable
uhm, still.. what?
so he took the equation x+6y=-5 he added 6y to both sides to get the x alone on the left x=-6y-5 so its sayin x is equal to -6y-5 you then take the other equation 2x-9y= -17 and wherever you see an x u replace it with your equatrion so then its 2(-6y-5)-9y=-17 by doing so u can then solve for y you distribute the 2 giving you -12y-10 -9y=-17 combine like terms u get -21y-10=-17 then add 10 to both sides giving u -21y=-7 divide by 21 so u get y=7/21 that simplifies to 1/3 finally u plug y into either original equation(whichever is easier) to solve for x so u get x+6(1/3)=-5 u multiply 6/1*1/3 so u get x+2/1=-5 2/1= 2 so its x+2=-5 subtract 2 on both sides giving u x= -7 your final answer is y=1/3 x= -7
explained every step hopefully u get it now
omg.. i love you so much. thank you!!
So U understand it now? cuz if not maybe i can explain it some other way
it's \[-7 1/3 \]
there's supposed to be a space
but yes i do
oops srry but the steps should be the same
so -7 and 1/3?
it should be not 2 sure what u ment by -71/3
nothing. thanks!
okay no problem glad 2 help
is A BECCA
wait noo it was B SOORRYY
@beccaboo333
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