Notice: Payments for answers will end 4/10/2017. Click for more info.
You have new items in your feed. Click to view.
Question and answer
Q: How does writing equivalent equations help you solve a system of equations?
A: When you encounter a system of equation that does not have the same or opposite coefficients, you will need to create one or two equivalent equations, thus the name of the lesson is Solving Systems of Equations with Equivalent Systems. [ Once you create your equivalent system, you proceed with the same steps outlined in my post on Solving Systems of Equations Using the Elimination Method.
............You should notice that neither of the variable terms have the same coefficient with the same or opposite signs. You should create 2 equivalent equations. There are several choices for this problem, but for this example the x-terms will be eliminated. To eliminate the x-terms, equation 1 should be multiplied by 3 and equation 2 should be multiplied by 4. The will give the equivalent system. ............. ]
Get an answer
Original conversation
User: * How does writing equivalent equations help you solve a system of equations?

User: How does writing equivalent equations help you solve a system of equations?







Weegy: When you encounter a system of equation that does not have the same or opposite coefficients, you will need to create one or two equivalent equations, thus the name of the lesson is Solving Systems of Equations with Equivalent Systems. [ Once you create your equivalent system, you proceed with the same steps outlined in my post on Solving Systems of Equations Using the Elimination Method. ............You should notice that neither of the variable terms have the same coefficient with the same or opposite signs. You should create 2 equivalent equations. There are several choices for this problem, but for this example the x-terms will be eliminated. To eliminate the x-terms, equation 1 should be multiplied by 3 and equation 2 should be multiplied by 4. The will give the equivalent system. ............. ]
Expert answered|sujaysen|Points 2666|



Question
Asked 9/24/2012 12:19:25 PM
0 Answers/Comments
New answers
Rating

There are no new answers.

Comments

There are no comments.

Add an answer or comment
Log in or sign up first.
26,640,063 questions answered
Popular Conversations
Suppose the U.S. can produce cars for a lower opportunity cost than ...
Weegy: Suppose the U.S. can produce cars for a lower opportunity cost than Japan while Japan has a comparative ...
2/13/2018 7:30:37 PM| 4 Answers
What's the simplified form of 2x + 3 x + 5? A. x 8 B. ...
Weegy: (2x^2)(3x^2) = 6x4 User: Simplify this expression: 13 + (–12) – (–5) = ? A. –6 B. 6 C. –30 ...
2/12/2018 11:53:02 PM| 3 Answers
Solve this equation: 80 = 3y + 2y + 4 + 1. A. y = 1/5 B. ...
Weegy: 80 = 3y + 2y + 4 + 1 80 = 5y + 5 80 - 5 = 5y -5y = -75 y = 15 User: Solve the inequality: 12p + 7 > 139 ...
2/14/2018 2:20:46 PM| 3 Answers
Solve the equation: 12y = 132. A. y = 11 B. y = 144 ...
Weegy: 12y = 132 User: Solve this equation: 2s + s + 12 = 132. A. s = 40 B. s = –30 C. s = 9 D. ...
2/14/2018 2:32:47 PM| 3 Answers
Write 10 5/12 as an equivalent improper fraction.
Weegy: 10 5/12 in improper fraction form is 125/12. User: Subtract: 8 – 4 1/2
2/15/2018 12:27:39 AM| 2 Answers
Weegy Stuff
S
L
Points 344 [Total 347] Ratings 10 Comments 214 Invitations 3 Offline
S
Points 89 [Total 89] Ratings 0 Comments 19 Invitations 7 Offline
S
P
Points 41 [Total 85] Ratings 1 Comments 31 Invitations 0 Offline
S
P
L
P
P
Points 39 [Total 232] Ratings 0 Comments 39 Invitations 0 Offline
S
1
L
L
P
R
P
L
P
P
R
Points 28 [Total 12639] Ratings 0 Comments 28 Invitations 0 Online
S
Points 20 [Total 20] Ratings 2 Comments 0 Invitations 0 Offline
S
P
Points 13 [Total 30] Ratings 0 Comments 13 Invitations 0 Offline
S
Points 11 [Total 11] Ratings 1 Comments 1 Invitations 0 Offline
S
Points 10 [Total 10] Ratings 0 Comments 0 Invitations 1 Offline
S
Points 5 [Total 5] Ratings 0 Comments 5 Invitations 0 Offline
* Excludes moderators and previous
winners (Include)
Home | Contact | Blog | About | Terms | Privacy | © Purple Inc.