
David W. answered 01/10/22
Experienced Prof
x + y = 7
x −3y =5
---------------- (elimination: subtract equations)
4y = 2 (Answer C)
y = 1/2
Substitute 1/2 for y in either equation to find x.
x + 1/2 = 7
x = 6 1/2
Mark B.
asked 01/10/22To use the elimination method, you can subtract the two equations in a system of equations to eliminate one of the variables.
Subtract the two equations.
{x+y=7
{x−3y=5
What is the resulting equation?
A 2x - 2y = 2
B 0 + 4y = 12
C 0 + 4y = 2
D 2x + 4y = 12
David W. answered 01/10/22
Experienced Prof
x + y = 7
x −3y =5
---------------- (elimination: subtract equations)
4y = 2 (Answer C)
y = 1/2
Substitute 1/2 for y in either equation to find x.
x + 1/2 = 7
x = 6 1/2
Robert K. answered 01/10/22
Experienced Math Tutor Who Will Improve Both Understanding and Grades
The answer is C arrived at as follows:
x + y = 7
-(x - 3y = 5) (We are multiplying the 2nd equation by -1 and then adding it to the 1st equation.)
x + y = 7
-x + 3y = -5
----------------
0 + 4y = 2
From here we obtain y = 1/2 and then x = 13/2
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