SOLUTION: Hi all, was just wondering if someone could show me what the correct way to complete and show all working for the following problems. There are a few seperate problems I have to do

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Question 200359: Hi all, was just wondering if someone could show me what the correct way to complete and show all working for the following problems. There are a few seperate problems I have to do. I need to solve for x and y for the following.
1. 5x -2y = 1
2. 2x+ y = 11
3. 5x - 3y = 1
Thnaks guys, -Nick.

Found 2 solutions by Alan3354, Edwin McCravy:
Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
Hi all, was just wondering if someone could show me what the correct way to complete and show all working for the following problems. There are a few seperate problems I have to do. I need to solve for x and y for the following.
1. 5x -2y = 1
2. 2x+ y = 11
3. 5x - 3y = 1
-----------------
Those 3 don't have a solution that works for all of them. 2 variables require 2 equations, not 3.
You can take any 2 of the 3 and find a solution.
If you graph these three, they don't have a common intersection point, they make a triangle.

Answer by Edwin McCravy(20055)   (Show Source): You can put this solution on YOUR website!
Alan didn't know what you were supposed to do. Here's Edwin's solution:

1. 

Solve for x:



Add  to both sides:







Divide both sides by .  This can be
done either of two ways:

1. Divide the whole right side by 








2. Divide each term individually by :







Both answers are correct and equivalent.

---

Solve for y:



Add  to both sides:







Divide both sides by .  This can be
done either of two ways:

1. Divide the whole right side by 







2. Divide each term individually by :



or canceling on the left simplifying the signs
on the right:





Both answers are correct and equivalent.

2. 

Same way:

 or 

 


3. 5x - 3y = 1

Same way:

 or 

 or 

Edwin


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