Avatar of 1desman1
1desman1
 asked on

Maths question

I have a algebra question, the below problem already has the answer (4 & -2) but I need to know the x & y value AND the x and the y on both need to be the same value.. help lol

3x + 8y = 4
3x + 2y = -2
Math / Science

Avatar of undefined
Last Comment
ozo

8/22/2022 - Mon
ozo

3x + 8y = 4
3x + 2y = -2
(3x-3x) + (8y-2y) = (4 - -2)
1desman1

ASKER
Thanks ozo!!

However, I probably didnt word it right

3x + 8y = 4
3x + 2y = -2

the x and both lines need to be the same value as does the y to get the answer... make sense?
ZamZ0

The 2 x values and the 2 y values must be the same but the x and the y could be different. So one way to solve this would be to take one of the equations and get it so one letter is on a side by itself.

3x+8y=4
8y=4-3x
y = (4-3x)/8

Now since you know what y is you can plug that into the second line.

From 3x+2y=-2 you get
3x+2*[(4-3x)/8]=-2
Then you can solve this algebraically to find that x is -4/3.

Now you can take that and plug it back into either one of the equations to be able to  solve for y.
This is the best money I have ever spent. I cannot not tell you how many times these folks have saved my bacon. I learn so much from the contributors.
rwheeler23
akb

3x + 8y = 4
so: 3x = 4 -8y

3x + 2y = -2
so: 3x = -2 -2y

therefore:
4 - 8y = -2 -2y
so: 6 = 6y
so: y=1

therefore: 3x = -2 -2
so: 3x = -4
so: x = -4/3

RESULT: x=-4/3 and y=1
ASKER CERTIFIED SOLUTION
aburr

THIS SOLUTION ONLY AVAILABLE TO MEMBERS.
View this solution by signing up for a free trial.
Members can start a 7-Day free trial and enjoy unlimited access to the platform.
See Pricing Options
Start Free Trial
GET A PERSONALIZED SOLUTION
Ask your own question & get feedback from real experts
Find out why thousands trust the EE community with their toughest problems.
akb

I'm confused by the accepted solution. That wasn't an answer to your question!
ozo

I guess the intended question wasn't the question some of us thought it was.
⚡ FREE TRIAL OFFER
Try out a week of full access for free.
Find out why thousands trust the EE community with their toughest problems.