What is the solution to the system of equations? 5x+4y=8 x-2y=10 ( , )
will give medel
solve for x in the second equation first
ok x=2y+10
now plug 2y + 10 for x in the first equation then solve for y
@Mehek14 @AloneS ???
oh ok
oh ok
wait how do i plug it in
instead of x in the first equation, you put 2y + 10
sorry really bad at math :/
The point here is to eliminate one variable, x or y. Your other helper is suggesting that you solve one of the equations for x and then subst. the result for x in the other equation.
Jiggly: can you solve x-2y=10 for x? It's already been done in this conversation.
ya its x=2y+10
do you want me to solve the first equation now
ye plug it in and solve for y
its x=−4/5y+8/5
no dont solve for x in the first equation put 2y + 10 instead of x
sorry im really lost here
sorry im really lost here
Jiggly: You have solved the 2nd eq'n for x. Good. Now, use your result (a formula for x) to eliminate x from the first equation. This is not the same thing as solving the first equation for x. Do you see x in the first equation? If so, enclose it in parentheses. Next, throw out that x. Next, where x was, write in 2y+10 (in other words, subst. 2y+10 for x)
Then the first eq'n will be an eq'n entirely in y (no x). Solve it for y.
oooh ok
so i replace the x in the first equation for 2y+10
y=3andx=4
right
-3 right
@Mehek14
ye (4,-3)
@jigglypuff87497840
thanks alot i really apreciate it
Jiggly: remember that you can check your own results yourself; you don't need our help for that. If you believe the solution is (4,-3), substitute 4 for x in either equation, and then -3 for y in that same equation. Is the resulting equation true or false?
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