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x+3y=18 and -x+2y=7

0 votes

solving systems of equations by graphing or using a table

asked Dec 4, 2013 in ALGEBRA 2 by futai Scholar

1 Answer

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Given equations are x+3y = 18

Subtract 3x from each side.

x-x+3y = -x+18

Divide to each side by 3.

3y/3 = -x/3+18/3

y = -x/3+6 ------> (1)

And -x+2y = 7

Add x to each side.

x-x+2y = x+7

Diivide to each side by 2.

2y/2 = x/2+7/2

y = x/2+7/2 -------> (2)

To find coordinate pairs substitute x = 0,1,-1 n above equatons.

equation

x

y

y =-x/3+6

   0

6

 

    1

7/3

 

-1

-19/3

y=x/2+7/2

0

7/2

 

1

     4 
      -1       3

Graph to above equations.

Observe the graph the two lines are intersecting at (3,5).

Solution of given system is x =3, y = 5.

answered Dec 26, 2013 by dozey Mentor

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