SOLUTION: Can you use either elimination or substitution (both would be nice but not necessary!!!)Thank you!
5x-2y=-11
3x+2y=-9
When I tried for elimination I got:
5x-2y=-11
+
Algebra ->
Coordinate Systems and Linear Equations
-> SOLUTION: Can you use either elimination or substitution (both would be nice but not necessary!!!)Thank you!
5x-2y=-11
3x+2y=-9
When I tried for elimination I got:
5x-2y=-11
+
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Question 882641: Can you use either elimination or substitution (both would be nice but not necessary!!!)Thank you!
5x-2y=-11
3x+2y=-9
When I tried for elimination I got:
5x-2y=-11
+ 3x+2y=-9
____________
8x=-20
x=-5/2
Then I substituted -5/2 for 'x' in the first equation;
5(-5/2)+2y=-11
-25/2+2y=-11
2y=3/2
y=3/4
but when I tried with substitution I got:
2y=11+5x
y=11/2+5/2
y=16
It would be lovely if you could help me with this!!
Thank you again and best of luck!!!
-Kristie Answer by josgarithmetic(39617) (Show Source):
You can put this solution on YOUR website! You can use substitution only; elimination only; or a mix of elimination and substitution. You will have the same correct solution regardless which method you use.
Your given system:
5x-2y=-11
3x+2y=-9
Perfectly ready for Elimination Method to start, to eliminate y.
Just sum the left members and sum the right members:
-
Substitute this x for either equation of the system to find the value for y.
-
CHECK: Does the solution work in the original system?
5x-2y=-11
? TRUE.
3x+2y=-9
?
-15/2-6/4=-9
-30/4-6/4=-9 TRUE.
The solution really IS AND .
If you found disagreements about your results, check for mistakes.
(You made a sign mistake......)