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Solve the following system of equations, using the elimination method: x + 6y = 79 x - 4y = - 41
Move the center x to the left in order for x to eliminate. Then, move 4y to the left resulting the equation to become 6y + 4y = -41; 10y = -41; Then, divide both sides with the value of 10 in order to get the value of y. 10/10y = -41/10; y= -4.1
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User: Solve the following system of equations, using the elimination method: x + 6y = 79 x - 4y = - 41





Weegy: Move the center x to the left in order for x to eliminate. Then, move 4y to the left resulting the equation to become 6y + 4y = -41; 10y = -41; Then, divide both sides with the value of 10 in order to get the value of y. 10/10y = -41/10; y= -4.1
Expert answered|nexie10|Points 12|

User: So would the answer be (0, -41)

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Asked 4/27/2013 1:45:35 PM
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Solve this proportion: x - 2 = x + 4 4 3 Here are the multiple choices: {- 22} { -11} {0} {7} To help you understand the equation better it says x-2 over 4 = x +4 over 3
Weegy: The simplified form for the proportion: (x - 2)/4 =( x + 4)/ 3 is {- 22}. (More)
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Asked 4/20/2013 2:05:21 AM
0 Answers/Comments
Solve this proportion: x + 1 over 6 and x + 2 over 4. Here are the multiple choices: { - 4} {3} {1/2} { - 6} User: That is incorrect, please look at the multiple choices.
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Question
Expert Answered
Updated 8/6/2014 9:35:18 PM
1 Answer/Comment
-4 is the answer for x + 1 over 6 and x + 2 over 4.
(x+1)/6=(x+2)/4
(x+1)/3=(x+2)/2
2*(x+1)/3=x+2
2x+2=3(x+2)
2x+2=3x+6
3x-2x=2-6
x=-4.
Added 8/6/2014 9:27:22 PM
This answer has been confirmed as correct, not copied, and helpful.
Confirmed by jeifunk [8/6/2014 9:35:23 PM], Rated good by jeifunk
Solve this proportion: x + 1 over 6 and x + 2 over 4. Here are the multiple choices: { - 4} {3} {1/2} { - 6}
Weegy: The proportion for the equation x+1/6, x+1/2 is (1/6+x)+(1/2+x) = 2 x+2/3. (More)
Question
Expert Answered
Updated 8/6/2014 9:35:00 PM
1 Answer/Comment
-4 is the answer for x + 1 over 6 and x + 2 over 4.
(x+1)/6=(x+2)/4
(x+1)/3=(x+2)/2
2*(x+1)/3=x+2
2x+2=3(x+2)
2x+2=3x+6
3x-2x=2-6
x=-4.
Added 8/6/2014 9:28:51 PM
This answer has been confirmed as correct, not copied, and helpful.
Confirmed by jeifunk [8/6/2014 9:34:57 PM], Rated good by jeifunk
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