Question

What is the solution to the system of equations?
x=3y+5
x-4y=3
(_,_)

Answer 1

put the \(3y+5\) in the first equation where you see \(x\) in the second equation and start with
\[3y+5-4y=3\] then solve that one for \(y\)

Answer 2

so subtract y from both sides

Answer 3

x=-1

Answer 4

IDK

Answer 5

what is y

Answer 6

HELp

Answer 7

:)

Answer 8

So you know what x is equal to so like @satellite73 said substitue that into your second eqn
\[3y+5-4y=3\]
take all the nos to one side n expressions to the other
\[3y-4y=3-5\]
\[-y=-2\]
therefore
\[y=2\]

that you what y is solve for x
\[x=3y+5\]
\[x=3(2)+5\]
and solve

Answer 9

x=11